{
 "documentInfo": {
  "documentType": "https://xbrl.org/2021/xbrl-json",
  "features": {
   "xbrl:canonicalValues": true
  },
  "namespaces": {
   "ifrs-full": "https://xbrl.ifrs.org/taxonomy/2024-03-27/ifrs-full",
   "iso4217": "http://www.xbrl.org/2003/iso4217",
   "scheme": "http://standards.iso.org/iso/17442",
   "xbrl": "https://xbrl.org/2021",
   "xbrli": "http://www.xbrl.org/2003/instance",
   "xfab": "http://www.xfab.com/20251231"
  },
  "taxonomy": [
   "http://www.xfab.com/20251231/xfab-2025-12-31.xsd"
  ]
 },
 "facts": {
  "f-1": {
   "value": "870255000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Revenue",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-2": {
   "value": "816383000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Revenue",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-3": {
   "value": "685852000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CostOfSales",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-4": {
   "value": "633434000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CostOfSales",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-5": {
   "value": "184403000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:GrossProfit",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-6": {
   "value": "182949000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:GrossProfit",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-7": {
   "value": "49691000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ResearchAndDevelopmentExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-8": {
   "value": "49785000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ResearchAndDevelopmentExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-9": {
   "value": "9197000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:SellingExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-10": {
   "value": "9070000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:SellingExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-11": {
   "value": "48152000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:GeneralAndAdministrativeExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-12": {
   "value": "47351000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:GeneralAndAdministrativeExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-13": {
   "value": "2777000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:RentalIncomeFromInvestmentPropertyNetOfDirectOperatingExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-14": {
   "value": "2770000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:RentalIncomeFromInvestmentPropertyNetOfDirectOperatingExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-15": {
   "value": "481000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ImpairmentLossRecognisedInProfitOrLossTradeReceivables",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-16": {
   "value": "2000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ImpairmentLossRecognisedInProfitOrLossTradeReceivables",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-17": {
   "value": "-3234000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherOperatingIncomeExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-18": {
   "value": "6032000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherOperatingIncomeExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-19": {
   "value": "76425000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossFromOperatingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-20": {
   "value": "85543000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossFromOperatingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-21": {
   "value": "34747000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:FinanceIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-22": {
   "value": "36006000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:FinanceIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-23": {
   "value": "70684000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:FinanceCosts",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-24": {
   "value": "38260000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:FinanceCosts",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-25": {
   "value": "-35937000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:FinanceIncomeCost",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-26": {
   "value": "-2254000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:FinanceIncomeCost",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-27": {
   "value": "40488000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossBeforeTax",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-28": {
   "value": "83289000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossBeforeTax",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-29": {
   "value": "10360000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncomeTaxExpenseContinuingOperations",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-30": {
   "value": "21763000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncomeTaxExpenseContinuingOperations",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-31": {
   "value": "30128000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-32": {
   "value": "61526000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-33": {
   "value": "30128000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-34": {
   "value": "61526000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-35": {
   "value": "293000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-36": {
   "value": "-37000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-37": {
   "value": "90000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-38": {
   "value": "763000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-39": {
   "value": "383000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-40": {
   "value": "726000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-41": {
   "value": "30511000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-42": {
   "value": "62252000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-43": {
   "value": "130631921.0",
   "decimals": 0,
   "dimensions": {
    "concept": "ifrs-full:WeightedAverageShares",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "xbrli:shares"
   }
  },
  "f-44": {
   "value": "130631921.0",
   "decimals": 0,
   "dimensions": {
    "concept": "ifrs-full:WeightedAverageShares",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "xbrli:shares"
   }
  },
  "f-45": {
   "value": "0.23",
   "decimals": 2,
   "dimensions": {
    "concept": "ifrs-full:DilutedEarningsLossPerShare",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD/xbrli:shares"
   }
  },
  "f-46": {
   "value": "0.23",
   "decimals": 2,
   "dimensions": {
    "concept": "ifrs-full:BasicEarningsLossPerShare",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD/xbrli:shares"
   }
  },
  "f-47": {
   "value": "0.47",
   "decimals": 2,
   "dimensions": {
    "concept": "ifrs-full:DilutedEarningsLossPerShare",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD/xbrli:shares"
   }
  },
  "f-48": {
   "value": "0.47",
   "decimals": 2,
   "dimensions": {
    "concept": "ifrs-full:BasicEarningsLossPerShare",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD/xbrli:shares"
   }
  },
  "f-49": {
   "value": "1220272000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PropertyPlantAndEquipment",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-50": {
   "value": "1144620000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PropertyPlantAndEquipment",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-51": {
   "value": "7007000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:InvestmentProperty",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-52": {
   "value": "7412000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:InvestmentProperty",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-53": {
   "value": "9522000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IntangibleAssetsOtherThanGoodwill",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-54": {
   "value": "6319000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IntangibleAssetsOtherThanGoodwill",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-55": {
   "value": "25000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherNoncurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-56": {
   "value": "42000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherNoncurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-57": {
   "value": "61855000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:DeferredTaxAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-58": {
   "value": "66725000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:DeferredTaxAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-59": {
   "value": "1298681000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:NoncurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-60": {
   "value": "1225118000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:NoncurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-61": {
   "value": "264659000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Inventories",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-62": {
   "value": "281765000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Inventories",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-63": {
   "value": "20753000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentContractAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-64": {
   "value": "18092000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentContractAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-65": {
   "value": "88990000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:TradeAndOtherCurrentReceivables",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-66": {
   "value": "96648000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:TradeAndOtherCurrentReceivables",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-67": {
   "value": "2153000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentTaxAssetsCurrent",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-68": {
   "value": "1830000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentTaxAssetsCurrent",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-69": {
   "value": "77435000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherCurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-70": {
   "value": "67423000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherCurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-71": {
   "value": "194314000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-72": {
   "value": "215837000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-73": {
   "value": "648304000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-74": {
   "value": "681595000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-75": {
   "value": "1946985000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Assets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-76": {
   "value": "1906713000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Assets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-77": {
   "value": "432745000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IssuedCapital",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-78": {
   "value": "432745000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IssuedCapital",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-79": {
   "value": "348709000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:SharePremium",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-80": {
   "value": "348709000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:SharePremium",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-81": {
   "value": "272069000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:RetainedEarnings",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-82": {
   "value": "241648000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:RetainedEarnings",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-83": {
   "value": "552000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ReserveOfExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-84": {
   "value": "462000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ReserveOfExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-85": {
   "value": "770000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:TreasuryShares",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-86": {
   "value": "770000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:TreasuryShares",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-87": {
   "value": "1053305000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-88": {
   "value": "1022794000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-89": {
   "value": "187895000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:LongtermBorrowings",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-90": {
   "value": "369616000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:LongtermBorrowings",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-91": {
   "value": "3577000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherNoncurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-92": {
   "value": "4257000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherNoncurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-93": {
   "value": "191472000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:NoncurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-94": {
   "value": "373873000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:NoncurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-95": {
   "value": "292512000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentBorrowingsAndCurrentPortionOfNoncurrentBorrowings",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-96": {
   "value": "44517000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentBorrowingsAndCurrentPortionOfNoncurrentBorrowings",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-97": {
   "value": "54805000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:TradeAndOtherCurrentPayablesToTradeSuppliers",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-98": {
   "value": "67658000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:TradeAndOtherCurrentPayablesToTradeSuppliers",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-99": {
   "value": "8217000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentTaxLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-100": {
   "value": "7737000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentTaxLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-101": {
   "value": "13365000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentProvisions",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-102": {
   "value": "11978000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentProvisions",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-103": {
   "value": "333309000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherCurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-104": {
   "value": "378157000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherCurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-105": {
   "value": "702208000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-106": {
   "value": "510046000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CurrentLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-107": {
   "value": "1946985000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:EquityAndLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-108": {
   "value": "1906713000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:EquityAndLiabilities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-109": {
   "value": "130781669.0",
   "dimensions": {
    "concept": "ifrs-full:NumberOfSharesIssuedAndFullyPaid",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:IssuedCapitalMember",
    "unit": "xbrli:shares"
   }
  },
  "f-110": {
   "value": "432745000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:IssuedCapitalMember",
    "unit": "iso4217:USD"
   }
  },
  "f-111": {
   "value": "348709000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:SharePremiumMember",
    "unit": "iso4217:USD"
   }
  },
  "f-112": {
   "value": "180159000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-113": {
   "value": "-301000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:ReserveOfExchangeDifferencesOnTranslationMember",
    "unit": "iso4217:USD"
   }
  },
  "f-114": {
   "value": "-770000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:TreasurySharesMember",
    "unit": "iso4217:USD"
   }
  },
  "f-115": {
   "value": "960542000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-116": {
   "value": "61526000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-117": {
   "value": "61526000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-118": {
   "value": "-37000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-119": {
   "value": "-37000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-120": {
   "value": "763000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:ReserveOfExchangeDifferencesOnTranslationMember",
    "unit": "iso4217:USD"
   }
  },
  "f-121": {
   "value": "763000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-122": {
   "value": "61489000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-123": {
   "value": "763000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:ReserveOfExchangeDifferencesOnTranslationMember",
    "unit": "iso4217:USD"
   }
  },
  "f-124": {
   "value": "62252000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-125": {
   "value": "130781669.0",
   "dimensions": {
    "concept": "ifrs-full:NumberOfSharesIssuedAndFullyPaid",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:IssuedCapitalMember",
    "unit": "xbrli:shares"
   }
  },
  "f-126": {
   "value": "432745000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:IssuedCapitalMember",
    "unit": "iso4217:USD"
   }
  },
  "f-127": {
   "value": "348709000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:SharePremiumMember",
    "unit": "iso4217:USD"
   }
  },
  "f-128": {
   "value": "241648000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-129": {
   "value": "462000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:ReserveOfExchangeDifferencesOnTranslationMember",
    "unit": "iso4217:USD"
   }
  },
  "f-130": {
   "value": "-770000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:TreasurySharesMember",
    "unit": "iso4217:USD"
   }
  },
  "f-131": {
   "value": "1022794000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-132": {
   "value": "30128000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-133": {
   "value": "30128000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-134": {
   "value": "293000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-135": {
   "value": "293000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxGainsLossesOnRemeasurementsOfDefinedBenefitPlans",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-136": {
   "value": "90000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:ReserveOfExchangeDifferencesOnTranslationMember",
    "unit": "iso4217:USD"
   }
  },
  "f-137": {
   "value": "90000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherComprehensiveIncomeNetOfTaxExchangeDifferencesOnTranslation",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-138": {
   "value": "30421000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-139": {
   "value": "90000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:ReserveOfExchangeDifferencesOnTranslationMember",
    "unit": "iso4217:USD"
   }
  },
  "f-140": {
   "value": "30511000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ComprehensiveIncome",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-141": {
   "value": "130781669.0",
   "dimensions": {
    "concept": "ifrs-full:NumberOfSharesIssuedAndFullyPaid",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:IssuedCapitalMember",
    "unit": "xbrli:shares"
   }
  },
  "f-142": {
   "value": "432745000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:IssuedCapitalMember",
    "unit": "iso4217:USD"
   }
  },
  "f-143": {
   "value": "348709000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:SharePremiumMember",
    "unit": "iso4217:USD"
   }
  },
  "f-144": {
   "value": "272069000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:RetainedEarningsMember",
    "unit": "iso4217:USD"
   }
  },
  "f-145": {
   "value": "552000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:ReserveOfExchangeDifferencesOnTranslationMember",
    "unit": "iso4217:USD"
   }
  },
  "f-146": {
   "value": "-770000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "ifrs-full:ComponentsOfEquityAxis": "ifrs-full:TreasurySharesMember",
    "unit": "iso4217:USD"
   }
  },
  "f-147": {
   "value": "1053305000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:Equity",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-148": {
   "value": "30128000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-149": {
   "value": "61526000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLoss",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-150": {
   "value": "10360000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncomeTaxExpenseContinuingOperations",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-151": {
   "value": "21763000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncomeTaxExpenseContinuingOperations",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-152": {
   "value": "40488000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossBeforeTax",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-153": {
   "value": "83289000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProfitLossBeforeTax",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-154": {
   "value": "159505000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsToReconcileProfitLossOtherThanChangesInWorkingCapital",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-155": {
   "value": "106148000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsToReconcileProfitLossOtherThanChangesInWorkingCapital",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-156": {
   "value": "120402000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForDepreciationAndAmortizationExpensesExcludingPremiumsAndSubsidies",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-157": {
   "value": "103386000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForDepreciationAndAmortizationExpensesExcludingPremiumsAndSubsidies",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-158": {
   "value": "-5464000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForAmortizationChargesForInvestmentPremiumsAndSubsidies",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-159": {
   "value": "-3735000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForAmortizationChargesForInvestmentPremiumsAndSubsidies",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-160": {
   "value": "16352000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForInterestIncomeExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-161": {
   "value": "5525000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForInterestIncomeExpense",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-162": {
   "value": "1516000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:GainsLossesOnDisposalsOfPropertyPlantAndEquipment",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-163": {
   "value": "4030000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:GainsLossesOnDisposalsOfPropertyPlantAndEquipment",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-164": {
   "value": "0.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForGainLossOnDisposalOfInvestmentsInSubsidiariesJointVenturesAndAssociates",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-165": {
   "value": "-1144000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForGainLossOnDisposalOfInvestmentsInSubsidiariesJointVenturesAndAssociates",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-166": {
   "value": "1309000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForGainsLossesOnChangeInFairValueOfFinancialAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-167": {
   "value": "0.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForGainsLossesOnChangeInFairValueOfFinancialAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-168": {
   "value": "31040000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherAdjustmentsForNoncashItems",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-169": {
   "value": "3858000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:OtherAdjustmentsForNoncashItems",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-170": {
   "value": "50882000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncreaseDecreaseInWorkingCapital",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-171": {
   "value": "-8726000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncreaseDecreaseInWorkingCapital",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-172": {
   "value": "7294000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-173": {
   "value": "30808000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInTradeAndOtherReceivables",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-174": {
   "value": "-9044000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInOtherAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-175": {
   "value": "5687000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInOtherAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-176": {
   "value": "17106000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInInventories",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-177": {
   "value": "-9733000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInInventories",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-178": {
   "value": "-2662000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInContractAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-179": {
   "value": "5919000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForDecreaseIncreaseInContractAssets",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-180": {
   "value": "-10578000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAccountPayable",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-181": {
   "value": "-17373000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:AdjustmentsForIncreaseDecreaseInTradeAccountPayable",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-182": {
   "value": "-52998000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForIncreaseDecreaseOtherObligationsAndProvisions",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-183": {
   "value": "-6582000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:AdjustmentsForIncreaseDecreaseOtherObligationsAndProvisions",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-184": {
   "value": "4981000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-185": {
   "value": "2113000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncomeTaxesPaidRefundClassifiedAsOperatingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-186": {
   "value": "144130000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashFlowsFromUsedInOperatingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-187": {
   "value": "196050000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashFlowsFromUsedInOperatingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-188": {
   "value": "204129000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:PurchaseOfTangibleAssetsAndIntangibleAssetsOtherThanGoodwill",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-189": {
   "value": "509467000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:PurchaseOfTangibleAssetsAndIntangibleAssetsOtherThanGoodwill",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-190": {
   "value": "0.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PurchaseOfInvestmentProperty",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-191": {
   "value": "84000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PurchaseOfInvestmentProperty",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-192": {
   "value": "9861000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProceedsFromGovernmentGrantsClassifiedAsInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-193": {
   "value": "0.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProceedsFromGovernmentGrantsClassifiedAsInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-194": {
   "value": "0.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PurchaseOfInterestsInAssociates",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-195": {
   "value": "1633000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PurchaseOfInterestsInAssociates",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-196": {
   "value": "1591000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProceedsFromSalesOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-197": {
   "value": "4024000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProceedsFromSalesOfPropertyPlantAndEquipmentClassifiedAsInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-198": {
   "value": "4445000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:InterestReceivedClassifiedAsInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-199": {
   "value": "11032000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:InterestReceivedClassifiedAsInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-200": {
   "value": "-188232000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashFlowsFromUsedInInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-201": {
   "value": "-496128000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashFlowsFromUsedInInvestingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-202": {
   "value": "104506000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-203": {
   "value": "209669000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:ProceedsFromBorrowingsClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-204": {
   "value": "75256000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-205": {
   "value": "124237000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:RepaymentsOfBorrowingsClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-206": {
   "value": "30098000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:ReceiptsFromSalesAndLeasebackAgreementsClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-207": {
   "value": "60584000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "xfab:ReceiptsFromSalesAndLeasebackAgreementsClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-208": {
   "value": "24013000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-209": {
   "value": "12502000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:PaymentsOfLeaseLiabilitiesClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-210": {
   "value": "20763000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:InterestPaidClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-211": {
   "value": "17214000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:InterestPaidClassifiedAsFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-212": {
   "value": "14572000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashFlowsFromUsedInFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-213": {
   "value": "116300000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashFlowsFromUsedInFinancingActivities",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-214": {
   "value": "8007000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-215": {
   "value": "-6086000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:EffectOfExchangeRateChangesOnCashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-216": {
   "value": "-29530000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-217": {
   "value": "-183778000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncreaseDecreaseInCashAndCashEquivalentsBeforeEffectOfExchangeRateChanges",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-218": {
   "value": "215837000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-219": {
   "value": "405701000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2024-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-220": {
   "value": "194314000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2026-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-221": {
   "value": "215837000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00",
    "unit": "iso4217:USD"
   }
  },
  "f-222": {
   "value": "X-FAB Silicon Foundries SE",
   "dimensions": {
    "concept": "ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-223": {
   "value": "X-FAB Silicon Foundries SE",
   "dimensions": {
    "concept": "ifrs-full:NameOfParentEntity",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-224": {
   "value": "X-FAB Silicon Foundries SE",
   "dimensions": {
    "concept": "ifrs-full:NameOfUltimateParentOfGroup",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-225": {
   "value": "European limited company (Societas Europaea/SE)",
   "dimensions": {
    "concept": "ifrs-full:LegalFormOfEntity",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-226": {
   "value": "Belgium",
   "dimensions": {
    "concept": "ifrs-full:DomicileOfEntity",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-227": {
   "value": "Belgium",
   "dimensions": {
    "concept": "ifrs-full:CountryOfIncorporation",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-228": {
   "value": "Belgium",
   "dimensions": {
    "concept": "ifrs-full:PrincipalPlaceOfBusiness",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-229": {
   "value": "Transportstraat 1, 3980 Tessenderlo-Ham, Belgium",
   "dimensions": {
    "concept": "ifrs-full:AddressOfRegisteredOfficeOfEntity",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-230": {
   "value": "The X-FAB SE Group is one of the world\u2019s leading pure-play foundry providers specializing in analog/mixed-signal technologies.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-232": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">2 Group structure</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The X-FAB SE Group structure as o</span><span class=\"f charStyle-689528e1 ps2076\">f December 31, 2025 is illustrated below.</span></div><div class=\"ps1189 ss0\"><div class=\"ps326\"><div class=\"ps1\"><img alt=\"xfab_ar2024_group-structure.jpg\" id=\"i-16\" src=\"data:image/jpeg;base64,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\" style=\"height:220.28pt;width:360pt\"/></div></div></div><div class=\"ps2079 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-bc7349fc ps874\">X-FAB Dresde</span><span class=\"f charStyle-bc7349fc ps2078\">n GmbH &amp; Co. KG refers to X-FAB Dresden GmbH &amp; Co. KG and X-FAB Dresden </span></div><div class=\"ps2080 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-bc7349fc ps874\">Verwaltungs-GmbH</span></div><div class=\"ps2081 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group\u2019s primary operations are held by X-FAB Semiconductor Foundries GmbH </span></div><div class=\"ps2082 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">(X-FAB GmbH), X-FAB Dresden GmbH &amp; Co. KG (X-FAB Dresden), X-FAB Texas Inc., </span></div><div class=\"ps2083 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Lubbock, Texas (X-FAB Texas), X-FAB Sarawak Sdn. Bhd. (X-FAB Sarawak), and X\u2011FAB </span></div><div class=\"ps2084 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">France SAS (X-FAB France), each of which operate wafer factories at their respective </span></div><div class=\"ps2085 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">locations. X-FAB MEMS Foundry Itzehoe GmbH (MFI) and X-FAB MEMS Foundry GmbH </span></div><div class=\"ps2086 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">(XMF) offer process technologies for the fabrication of micro mechanical sensors for the </span></div><div class=\"ps2087 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">detection of pressure, acceleration, rotation, and IR\u2011radiation including integrated </span></div><div class=\"ps2088 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">solutions that combine MEMS and CMOS. The remaining entities provide research and </span></div><div class=\"ps2089 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">development, marketing and sales, and administration services to other Group entities or </span></div><div class=\"ps2090 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">serve administrative purposes.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInterestsInOtherEntitiesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-231": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">2 Group structure</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The X-FAB SE Group structure as o</span><span class=\"f charStyle-689528e1 ps2076\">f December 31, 2025 is illustrated below.</span></div><div class=\"ps1189 ss0\"><div class=\"ps326\"><div class=\"ps1\"><img alt=\"xfab_ar2024_group-structure.jpg\" id=\"i-16\" src=\"data:image/jpeg;base64,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\" style=\"height:220.28pt;width:360pt\"/></div></div></div><div class=\"ps2079 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-bc7349fc ps874\">X-FAB Dresde</span><span class=\"f charStyle-bc7349fc ps2078\">n GmbH &amp; Co. KG refers to X-FAB Dresden GmbH &amp; Co. KG and X-FAB Dresden </span></div><div class=\"ps2080 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-bc7349fc ps874\">Verwaltungs-GmbH</span></div><div class=\"ps2081 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group\u2019s primary operations are held by X-FAB Semiconductor Foundries GmbH </span></div><div class=\"ps2082 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">(X-FAB GmbH), X-FAB Dresden GmbH &amp; Co. KG (X-FAB Dresden), X-FAB Texas Inc., </span></div><div class=\"ps2083 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Lubbock, Texas (X-FAB Texas), X-FAB Sarawak Sdn. Bhd. (X-FAB Sarawak), and X\u2011FAB </span></div><div class=\"ps2084 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">France SAS (X-FAB France), each of which operate wafer factories at their respective </span></div><div class=\"ps2085 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">locations. X-FAB MEMS Foundry Itzehoe GmbH (MFI) and X-FAB MEMS Foundry GmbH </span></div><div class=\"ps2086 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">(XMF) offer process technologies for the fabrication of micro mechanical sensors for the </span></div><div class=\"ps2087 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">detection of pressure, acceleration, rotation, and IR\u2011radiation including integrated </span></div><div class=\"ps2088 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">solutions that combine MEMS and CMOS. The remaining entities provide research and </span></div><div class=\"ps2089 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">development, marketing and sales, and administration services to other Group entities or </span></div><div class=\"ps2090 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">serve administrative purposes.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfSignificantInvestmentsInSubsidiariesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-233": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">3 Basis of preparation</span></div><div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">3.1 Statement of compliance</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The consolidated financial statements have been prepared in accordance with </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">International Financial Reporting Standards (IFRS) Accounting Standards as endorsed by </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the European Union. All IFRS and IAS accounting standards and associated interpretations <span class=\"f ps9\"> </span></span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">were adopted to the extent effective and provided that they had been endorsed by the </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">European Union by the date of issue of these financial statements.</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The consolidated financial statements of X-FAB SE Group for the year ended </span><span class=\"f charStyle-689528e1 ps2096\">December </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">31, 2025 </span><span class=\"f charStyle-689528e1 ps2097\">were authorized for issue in accordance with a resolution of the directors on </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">March 26, 2026</span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">3.2 Basis of measurement</span></div><div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The consolidated financial statements have been prepared on a historical cost basis, </span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">except for derivative financial assets and liabilities which are measured at fair value and the </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">net defined benefit liability for post-retirement obligations, which is measured at the </span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">present value of the defined obligation less the fair value of plan assets.</span></div><div class=\"ps1298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">3.3 Functional and presentation currency</span></div><div class=\"ps1299 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The consolidated financial statements are presented in U.S. dollars (USD), which is the </span></div><div class=\"ps1206 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">functional and presentation currency of the parent company and the Group\u2019s primary </span></div><div class=\"ps814 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">operating companies. Amounts are rounded to the nearest thousand except when </span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">otherwise indicated. Rounding differences may occur.</span></div><div class=\"ps738 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">3.4 Use of judgments, assumptions, and estimation uncertainties</span></div><div class=\"ps739 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">In preparing these consolidated financial statements management has made judgments, </span></div><div class=\"ps740 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assumptions, and estimates that affect the application of the Group\u2019s accounting policies </span></div><div class=\"ps741 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and the reported amounts of assets, liabilities, income, and expenses. Actual amounts may </span></div><div class=\"ps742 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">differ from these estimates.</span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Estimates and underlying assumptions are reviewed on an ongoing basis. Revisions to </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounting estimates are recognized in the period in which the estimates are revised and </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in any future periods affected.</span></div><div class=\"ps1212 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Judgments</span></div><div class=\"ps2100 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Determination of functional currency</span></div><div class=\"ps2101 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The functional currency of the holding company and most of its subsidiaries has been </span></div><div class=\"ps2102 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assessed as the U.S. dollar (USD) due to the fact that the currency that mainly influences </span></div><div class=\"ps2103 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">sales prices for goods and services is the USD. Subsidiaries with a different functional </span></div><div class=\"ps2104 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">currency (primarily the euro) are not significant to the Group\u2019s consolidated financial </span></div><div class=\"ps2105 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statements.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">With respect to the holding company the assessment is based on the fact that the holding </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">acts as an investment holding entity (in operational subsidiaries with USD as their </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">functional currency) and its sole activity consists of the re-allocation of Group costs which <span class=\"f ps9\"> </span></span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are incurred and subsequently recharged in USD. Hence the USD is deemed the most </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">appropriate functional currency of the holding for the preparation of the consolidated </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">financial statements.</span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Revenue recognition (note 4.3)</span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Process control wafers (PCM wafers) manufactured and sold by the Group are generally </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">customer-specific, i.e., when manufacturing goods for a customer X-FAB is creating an <span class=\"f ps9\"> </span></span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">asset for the customer that has no alternative use for X-FAB. The Group performs an </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">analysis of sales contracts to determine whether it has an enforceable right to obtain </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">payment for work completed should a customer cancel an incomplete contract for </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasons other than any failure by X-FAB to perform as promised. Where the Group does </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">not have an enforceable right in the event of a cancellation, revenue from the sale of PCM </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">wafers is recognized when shipment is made. In contrast, sales under contracts for which </span></div><div class=\"ps787 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the Group supplies customer-specific goods and for which it also has an enforceable right </span></div><div class=\"ps788 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">to obtain payment for work completed should a customer cancel an incomplete contract </span></div><div class=\"ps1308 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">for reasons other than any failure by X-FAB to perform as promised is significant, sales </span></div><div class=\"ps1309 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">revenues are recognized over time, i.e., over the period in which the Group meets its </span></div><div class=\"ps2106 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">performance obligations under those contracts proportionate to the fulfillment of its </span></div><div class=\"ps2107 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">performance obligations under the contracts. The revenue recognized is determined </span></div><div class=\"ps2108 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">based on the rate of progress towards fulfilling the Group\u2019s performance obligations under </span></div><div class=\"ps2109 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">each contract which is calculated based on the costs incurred as a percentage of the </span></div><div class=\"ps2110 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expected total cost of fulfilling the contract (the costs the cost-to-cost method).</span></div><div class=\"ps1312 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Invoices are usually payable within 30 days.</span></div><div class=\"ps797 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">No discounts of the invoiced amounts are offered to customers in exchange for prompt </span></div><div class=\"ps798 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">payment of invoices. Sales prices with customers do not include a significant financing </span></div><div class=\"ps799 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">component.</span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Recognition of right-of-use assets and lease liabilities (notes 4.17 and 11)</span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group recognizes right-of-use assets and lease liabilities for certain assets held under </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">leasing arrangements. Some of the Group\u2019s lease contracts include renewal or termination </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">options. In order to determine the lease term for these contracts the Group took into </span></div><div class=\"ps1335 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">account all relevant facts and circumstances in order to assess whether it is reasonably </span></div><div class=\"ps805 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">certain that these options will be exercised. This assessment has an impact on the term of </span></div><div class=\"ps2111 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the lease, which has a significant effect on the amount of the lease liabilities and the </span></div><div class=\"ps2112 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">measurement of the right-of-use asset recognized. Should the Group make changes to its <span class=\"f ps9\"> </span></span></div><div class=\"ps2113 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">assessment of whether the renewal or termination options will be exercised, it may be </span></div><div class=\"ps2114 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">necessary to increase or decrease the right-of-use assets and lease liabilities recognized.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Assumptions and estimation uncertainties</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Information about assumptions and estimation uncertainties that have a significant risk of </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">resulting in a material adjustment in the next financial year is included in the following </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">notes:</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Recognition of deferred tax assets (note 6.13)</span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Deferred tax assets are recorded where it is considered probable that tax savings will be </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">made in future periods from the use of losses carried forward and from the reversal of </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">taxable timing differences arising on the difference between the accounting and tax </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">values of the Group\u2019s assets. Taxable profits and the reversal of timing differences in the </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">next financial year may differ from the amounts assumed, and assumptions made in the </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">next financial year about future taxable profits and reversals of subsequent years may </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">change. Such changes could result in a material adjustment.</span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Measurement of expected credit losses (ECLs) on trade receivables (note 7.5)</span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Allowances are made to reflect estimates of the amount of ECLs on any receivables. The </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">actual amount of credit losses for receivables in the next financial year may differ from the </span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">amounts recorded as impairments in the year ended December\u00a031, 2025, which may result </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in a material adjustment.</span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The significant judgments made by management in applying the Group\u2019s accounting </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">policies and the key sources of estimation uncertainty were the same as those that applied </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to the consolidated financial statements as at and for the year ended December 31, 2024.</span></div><div class=\"ps814 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Measurement of fair values</span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">A number of the Group\u2019s accounting policies and disclosures require the measurement of </span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">fair values, both for financial and non-financial assets and liabilities.</span></div><div class=\"ps738 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">If third-party information is used to measure fair values, the evidence obtained from third </span></div><div class=\"ps739 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">parties is assessed to support the conclusion that such valuations meet the requirements </span></div><div class=\"ps740 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of IFRS 13, including the level in the fair value hierarchy in which such valuations should be </span></div><div class=\"ps741 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">classified.</span></div><div class=\"ps1209 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">When measuring the fair value of an asset or a liability, the Group uses market observable </span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">data as far as possible.</span></div><div class=\"ps1210 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Fair values are classified into different levels in a fair value hierarchy based on the inputs </span></div><div class=\"ps1211 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">used in the valuation techniques as follows:</span></div><div class=\"ps769 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1\"><span class=\"ps5\">Level 1:<span style=\"display:inline-block;height:9.16pt;width:7.71pt\"></span></span><span class=\"ps2116\">quoted (unadjusted) prices in active markets for identical assets or liabilities.</span></span></div><div class=\"ps1046 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1\"><span class=\"ps5\">Level 2:<span style=\"display:inline-block;height:9.16pt;width:5.44pt\"></span></span><span class=\"ps2116\">other techniques for which all inputs that have a significant effect on the </span></span></div><div class=\"ps1048 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recorded fair value are observable, either directly or indirectly.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1\"><span class=\"ps874\">Level 3:<span style=\"display:inline-block;height:9.16pt;width:5.08pt\"></span></span><span class=\"ps2117\">techniques that use inputs which have a significant effect on the recorded fair </span></span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">value that are not based on observable market data.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">If the inputs used to measure the fair value of an asset or a liability might be categorized in </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">different levels of the fair value hierarchy, then the fair value measurement is categorized </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">in its entirety in the same level of the fair value hierarchy as the lowest level input that is </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">significant to the entire measurement.</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group measures transfers between levels of the fair value hierarchy at the end of the </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reporting period during which the change has occurred.</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Further information about the assumptions made in measuring fair values is included in the </span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">following notes:</span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">7.1 Property, plant, equipment, and investment properties</span></div><div class=\"ps2121 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">7.5 Trade and other receivables</span></div><div class=\"ps727 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">7.10 Loans and borrowings</span></div><div class=\"ps2122 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">10 Financial instruments \u2013 fair values and risk management</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBasisOfPreparationOfFinancialStatementsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-234": {
   "value": "<div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">3.1 Statement of compliance</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The consolidated financial statements have been prepared in accordance with </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">International Financial Reporting Standards (IFRS) Accounting Standards as endorsed by </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the European Union. All IFRS and IAS accounting standards and associated interpretations <span class=\"f ps9\"> </span></span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">were adopted to the extent effective and provided that they had been endorsed by the </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">European Union by the date of issue of these financial statements.</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The consolidated financial statements of X-FAB SE Group for the year ended </span><span class=\"f charStyle-689528e1 ps2096\">December </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">31, 2025 </span><span class=\"f charStyle-689528e1 ps2097\">were authorized for issue in accordance with a resolution of the directors on </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">March 26, 2026</span></div>",
   "dimensions": {
    "concept": "ifrs-full:StatementOfIFRSCompliance",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-235": {
   "value": "<div class=\"ps1298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">3.3 Functional and presentation currency</span></div><div class=\"ps1299 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The consolidated financial statements are presented in U.S. dollars (USD), which is the </span></div><div class=\"ps1206 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">functional and presentation currency of the parent company and the Group\u2019s primary </span></div><div class=\"ps814 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">operating companies. Amounts are rounded to the nearest thousand except when </span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">otherwise indicated. Rounding differences may occur.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFunctionalCurrencyExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-236": {
   "value": "<div class=\"ps738 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">3.4 Use of judgments, assumptions, and estimation uncertainties</span></div><div class=\"ps739 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">In preparing these consolidated financial statements management has made judgments, </span></div><div class=\"ps740 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assumptions, and estimates that affect the application of the Group\u2019s accounting policies </span></div><div class=\"ps741 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and the reported amounts of assets, liabilities, income, and expenses. Actual amounts may </span></div><div class=\"ps742 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">differ from these estimates.</span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Estimates and underlying assumptions are reviewed on an ongoing basis. Revisions to </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounting estimates are recognized in the period in which the estimates are revised and </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in any future periods affected.</span></div><div class=\"ps1212 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Judgments</span></div><div class=\"ps2100 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Determination of functional currency</span></div><div class=\"ps2101 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The functional currency of the holding company and most of its subsidiaries has been </span></div><div class=\"ps2102 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assessed as the U.S. dollar (USD) due to the fact that the currency that mainly influences </span></div><div class=\"ps2103 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">sales prices for goods and services is the USD. Subsidiaries with a different functional </span></div><div class=\"ps2104 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">currency (primarily the euro) are not significant to the Group\u2019s consolidated financial </span></div><div class=\"ps2105 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statements.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">With respect to the holding company the assessment is based on the fact that the holding </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">acts as an investment holding entity (in operational subsidiaries with USD as their </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">functional currency) and its sole activity consists of the re-allocation of Group costs which <span class=\"f ps9\"> </span></span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are incurred and subsequently recharged in USD. Hence the USD is deemed the most </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">appropriate functional currency of the holding for the preparation of the consolidated </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">financial statements.</span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Revenue recognition (note 4.3)</span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Process control wafers (PCM wafers) manufactured and sold by the Group are generally </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">customer-specific, i.e., when manufacturing goods for a customer X-FAB is creating an <span class=\"f ps9\"> </span></span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">asset for the customer that has no alternative use for X-FAB. The Group performs an </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">analysis of sales contracts to determine whether it has an enforceable right to obtain </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">payment for work completed should a customer cancel an incomplete contract for </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasons other than any failure by X-FAB to perform as promised. Where the Group does </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">not have an enforceable right in the event of a cancellation, revenue from the sale of PCM </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">wafers is recognized when shipment is made. In contrast, sales under contracts for which </span></div><div class=\"ps787 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the Group supplies customer-specific goods and for which it also has an enforceable right </span></div><div class=\"ps788 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">to obtain payment for work completed should a customer cancel an incomplete contract </span></div><div class=\"ps1308 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">for reasons other than any failure by X-FAB to perform as promised is significant, sales </span></div><div class=\"ps1309 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">revenues are recognized over time, i.e., over the period in which the Group meets its </span></div><div class=\"ps2106 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">performance obligations under those contracts proportionate to the fulfillment of its </span></div><div class=\"ps2107 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">performance obligations under the contracts. The revenue recognized is determined </span></div><div class=\"ps2108 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">based on the rate of progress towards fulfilling the Group\u2019s performance obligations under </span></div><div class=\"ps2109 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">each contract which is calculated based on the costs incurred as a percentage of the </span></div><div class=\"ps2110 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expected total cost of fulfilling the contract (the costs the cost-to-cost method).</span></div><div class=\"ps1312 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Invoices are usually payable within 30 days.</span></div><div class=\"ps797 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">No discounts of the invoiced amounts are offered to customers in exchange for prompt </span></div><div class=\"ps798 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">payment of invoices. Sales prices with customers do not include a significant financing </span></div><div class=\"ps799 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">component.</span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Recognition of right-of-use assets and lease liabilities (notes 4.17 and 11)</span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group recognizes right-of-use assets and lease liabilities for certain assets held under </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">leasing arrangements. Some of the Group\u2019s lease contracts include renewal or termination </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">options. In order to determine the lease term for these contracts the Group took into </span></div><div class=\"ps1335 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">account all relevant facts and circumstances in order to assess whether it is reasonably </span></div><div class=\"ps805 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">certain that these options will be exercised. This assessment has an impact on the term of </span></div><div class=\"ps2111 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the lease, which has a significant effect on the amount of the lease liabilities and the </span></div><div class=\"ps2112 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">measurement of the right-of-use asset recognized. Should the Group make changes to its <span class=\"f ps9\"> </span></span></div><div class=\"ps2113 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">assessment of whether the renewal or termination options will be exercised, it may be </span></div><div class=\"ps2114 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">necessary to increase or decrease the right-of-use assets and lease liabilities recognized.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Assumptions and estimation uncertainties</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Information about assumptions and estimation uncertainties that have a significant risk of </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">resulting in a material adjustment in the next financial year is included in the following </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">notes:</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Recognition of deferred tax assets (note 6.13)</span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Deferred tax assets are recorded where it is considered probable that tax savings will be </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">made in future periods from the use of losses carried forward and from the reversal of </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">taxable timing differences arising on the difference between the accounting and tax </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">values of the Group\u2019s assets. Taxable profits and the reversal of timing differences in the </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">next financial year may differ from the amounts assumed, and assumptions made in the </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">next financial year about future taxable profits and reversals of subsequent years may </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">change. Such changes could result in a material adjustment.</span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Measurement of expected credit losses (ECLs) on trade receivables (note 7.5)</span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Allowances are made to reflect estimates of the amount of ECLs on any receivables. The </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">actual amount of credit losses for receivables in the next financial year may differ from the </span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">amounts recorded as impairments in the year ended December\u00a031, 2025, which may result </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in a material adjustment.</span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The significant judgments made by management in applying the Group\u2019s accounting </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">policies and the key sources of estimation uncertainty were the same as those that applied </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to the consolidated financial statements as at and for the year ended December 31, 2024.</span></div><div class=\"ps814 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Measurement of fair values</span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">A number of the Group\u2019s accounting policies and disclosures require the measurement of </span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">fair values, both for financial and non-financial assets and liabilities.</span></div><div class=\"ps738 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">If third-party information is used to measure fair values, the evidence obtained from third </span></div><div class=\"ps739 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">parties is assessed to support the conclusion that such valuations meet the requirements </span></div><div class=\"ps740 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of IFRS 13, including the level in the fair value hierarchy in which such valuations should be </span></div><div class=\"ps741 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">classified.</span></div><div class=\"ps1209 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">When measuring the fair value of an asset or a liability, the Group uses market observable </span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">data as far as possible.</span></div><div class=\"ps1210 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Fair values are classified into different levels in a fair value hierarchy based on the inputs </span></div><div class=\"ps1211 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">used in the valuation techniques as follows:</span></div><div class=\"ps769 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1\"><span class=\"ps5\">Level 1:<span style=\"display:inline-block;height:9.16pt;width:7.71pt\"></span></span><span class=\"ps2116\">quoted (unadjusted) prices in active markets for identical assets or liabilities.</span></span></div><div class=\"ps1046 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1\"><span class=\"ps5\">Level 2:<span style=\"display:inline-block;height:9.16pt;width:5.44pt\"></span></span><span class=\"ps2116\">other techniques for which all inputs that have a significant effect on the </span></span></div><div class=\"ps1048 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recorded fair value are observable, either directly or indirectly.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1\"><span class=\"ps874\">Level 3:<span style=\"display:inline-block;height:9.16pt;width:5.08pt\"></span></span><span class=\"ps2117\">techniques that use inputs which have a significant effect on the recorded fair </span></span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">value that are not based on observable market data.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">If the inputs used to measure the fair value of an asset or a liability might be categorized in </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">different levels of the fair value hierarchy, then the fair value measurement is categorized </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">in its entirety in the same level of the fair value hierarchy as the lowest level input that is </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">significant to the entire measurement.</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group measures transfers between levels of the fair value hierarchy at the end of the </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reporting period during which the change has occurred.</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Further information about the assumptions made in measuring fair values is included in the </span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">following notes:</span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">7.1 Property, plant, equipment, and investment properties</span></div><div class=\"ps2121 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">7.5 Trade and other receivables</span></div><div class=\"ps727 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">7.10 Loans and borrowings</span></div><div class=\"ps2122 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">10 Financial instruments \u2013 fair values and risk management</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-237": {
   "value": "<div class=\"ps2124 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.1 Basis of consolidation </span></div><div class=\"ps2125 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Entities included in the consolidation</span></div><div class=\"ps2126 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The consolidated financial statements include the financial statements of the parent </span></div><div class=\"ps2127 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">company and its subsidiaries, which are entities directly or indirectly controlled by the </span></div><div class=\"ps2128 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">parent company. The Group controls an entity when it is exposed to, or has rights to, </span></div><div class=\"ps2129 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">variable returns from its involvement with the entity and has the ability to affect those </span></div><div class=\"ps1083 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">returns through its power over the entity. Control is generally obtained by ownership of a </span></div><div class=\"ps1084 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">majority of shares. <span class=\"f ps9\"> </span></span></div><div class=\"ps2131 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2130\">The financial statements of subsidiaries are included in the consolidated financial </span></div><div class=\"ps2133 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2132\">statements from the date on which control commences until the date on which control </span></div><div class=\"ps2134 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2132\">ceases. </span></div><div class=\"ps2135 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The financial statements of the subsidiaries are prepared for the same reporting year as </span></div><div class=\"ps2136 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the parent company, using consistent accounting policies.</span></div><div class=\"ps2137 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">All intra-group balances, transactions, income, and expenses, as well as profits and losses <span class=\"f ps9\"> </span></span></div><div class=\"ps2138 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">resulting from intra-group transactions, are fully eliminated in these consolidated financial </span></div><div class=\"ps2139 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">statements.</span></div><div class=\"ps2140 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">There are no non-controlling interests in Group subsidiaries.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBasisOfConsolidationExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-238": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.2 Foreign currency translation</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Transactions in foreign currencies are initially recorded at the functional currency rate </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">ruling at the date of the transaction. Monetary assets and liabilities denominated in foreign </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">currencies are translated at the functional currency rate of exchange ruling at the </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statement of financial position date. All differences are taken to profit or loss. </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Non-monetary items that are measured in terms of historical cost in a foreign currency </span></div><div class=\"ps778 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">are translated using the exchange rate as at the dates of the initial transactions. If the </span></div><div class=\"ps779 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">functional currency of a consolidated entity differs from the Group\u2019s presentation </span></div><div class=\"ps780 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">currency, assets and liabilities of that entity are translated into the presentation currency at </span></div><div class=\"ps781 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the closing rate at the statement of financial position date, whereas equity is translated </span></div><div class=\"ps782 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">using the historic rates, and the income statement is translated at the average rate of the </span></div><div class=\"ps783 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reporting period. All resulting differences are recognized in the cumulative translation </span></div><div class=\"ps784 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">adjustment in equity.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForForeignCurrencyTranslationExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-239": {
   "value": "<div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.3 Revenue from contracts with customers</span><span class=\"f charStyle-49267a50 ps2142\"> </span></div><div class=\"ps787 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Sales revenue is measured based on the consideration specified in a contract with a </span></div><div class=\"ps788 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">customer. Sales revenues are recognized net of discounts, customer bonuses, and rebates </span></div><div class=\"ps1308 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">granted.</span></div><div class=\"ps790 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">There is no significant uncertainty concerning the nature, amount, or timing of the revenue </span></div><div class=\"ps791 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">or the cash flows of the revenues reported. The Group recognizes revenue when it <span class=\"f ps9\"> </span></span></div><div class=\"ps792 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">transfers control over a good or service to a customer.<span class=\"f ps9\"> </span></span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Sale of process control wafers (PCM wafers) </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">PCM wafers are goods that are generally customer specific, i.e. when manufacturing </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">goods for a customer, X-FAB is creating an asset for the customer that has no alternative <span class=\"f ps9\"> </span></span></div><div class=\"ps796 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">use to X-FAB. In general, revenue from the sale of wafers is recognized at a point in time, </span></div><div class=\"ps797 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">which is defined as when the wafers are completed and delivered to the customer. </span></div><div class=\"ps798 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group also reports revenues from wafer sales which are recognized over time, i.e., on </span></div><div class=\"ps799 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the basis of progress made towards fulfilling the Group\u2019s performance obligation under </span></div><div class=\"ps800 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the supply contract. Revenue for wafer sales recognized over time represents the Group\u2019s </span></div><div class=\"ps801 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">rights to consideration for work completed but not invoiced at the reporting date for </span></div><div class=\"ps802 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">wafer sales under long-term contracts which meet the criteria for revenue recognition </span></div><div class=\"ps803 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">over time. Contracts with customers meet the criteria for recognition over time when work </span></div><div class=\"ps804 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">performed under the contract creates an asset which has no alternative use to X-FAB (for </span></div><div class=\"ps976 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">example, due to the specific nature of the product or to exclusivity agreements) and </span></div><div class=\"ps977 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">X-FAB additionally has an enforceable right to payment for the performance of the work </span></div><div class=\"ps978 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">completed. Progress towards fulfilling the Group\u2019s performance obligations under such </span></div><div class=\"ps979 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contracts is determined based on the cost-to-cost method as X</span><span class=\"f charStyle-b39c0408 ps2143\"><span style=\"background-color:inherit\">\u2011</span></span><span class=\"f charStyle-689528e1 ps2144\">FAB is of the opinion that </span></div><div class=\"ps980 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">this measure most faithfully depicts the transformation of the work in progress.</span></div><div class=\"ps2145 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group receives prepayments from customers for future wafer sales and capacity </span></div><div class=\"ps2146 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reservation deposits for certain long-term contracts with customers. These amounts, </span></div><div class=\"ps2147 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">which are initially recognized as other liabilities, include variable consideration for the </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">goods transferred to the customer within the contract. When recognizing revenue for the </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">contract, the Group is required to estimate the amount of variable consideration to which </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">it will be entitled in exchange for transferring the promised goods to the customer. To the </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">extent that part of the prepayment will be retained by X-FAB without X-FAB being </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">required to offset amounts against valid purchase orders (for example, when there is a </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">shortfall in customer orders compared to the amounts agreed under the sales contract </span></div><div class=\"ps778 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">when X-FAB is entitled to retain the revenue prepaid), the revenue recognized as revenue </span></div><div class=\"ps779 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">for the goods that have been delivered includes amounts attributable to the expected </span></div><div class=\"ps780 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">shortfall. However, variable consideration is included in the transaction price only to the </span></div><div class=\"ps781 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">extent that it is highly probable that a significant reversal in the amount of cumulative </span></div><div class=\"ps782 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">revenue recognized will not occur when the uncertainty associated with the variable </span></div><div class=\"ps783 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">consideration is resolved.</span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Invoices are usually payable within 30 days. No discounts of the invoiced amounts are </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">offered to customers in exchange for prompt payment of invoices. Sales prices with </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">customers do not include a significant financing component.</span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Sales of non-recurring engineering (NRE) services and technology services</span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">When providing non-recurring engineering (NRE) services and technology services X\u2011FAB </span></div><div class=\"ps789 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">creates an asset for a customer that has no alternative use to X</span><span class=\"f charStyle-b39c0408 ps2148\"><span style=\"background-color:inherit\">\u2011</span></span><span class=\"f charStyle-689528e1 ps2149\">FAB as the prototype </span></div><div class=\"ps790 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">wafers created are generally customer specific. Invoices are issued according to </span></div><div class=\"ps791 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">contractual terms \u2013 based on milestones \u2013 and are usually payable within 30 days. X-FAB </span></div><div class=\"ps792 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">has an enforceable right to payment for the performance of work completed up to the </span></div><div class=\"ps793 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">agreed milestones. Revenue is therefore recognized over time, and X-FAB applies a </span></div><div class=\"ps1310 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">practical expedient for the measurement of progress. Invoicing based on milestones is a </span></div><div class=\"ps1311 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasonable approximation of the progress made to completing the performance </span></div><div class=\"ps1312 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">obligation. No discounts of the invoiced amounts are offered to customers in exchange <span class=\"f ps9\"> </span></span></div><div class=\"ps2150 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">for prompt payment of invoices. Sales prices with customers do not include a significant </span></div><div class=\"ps2151 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">financing component.</span></div><div class=\"ps799 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Rental and other income</span></div><div class=\"ps800 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Revenue in respect of rental and other income is recognized over time when the relevant </span></div><div class=\"ps801 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">service is provided (see</span><span class=\"f charStyle-689528e1 ps2152\"> note </span><span class=\"f charStyle-689528e1 ps2153\">4.6 below).</span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Warranty obligations</span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group typically provides warranties for defects that existed at the time of sale, as </span></div><div class=\"ps1335 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">required by the terms and conditions of sale. These are assurance-type warranties which </span></div><div class=\"ps805 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are accounted for as warranty provisions </span><span class=\"f charStyle-689528e1 ps2154\">based on past experience<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps2155\">. No service-type </span></div><div class=\"ps2111 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">warranties are sold either separately or bundled together with the sale of the Group\u2019s </span></div><div class=\"ps2112 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">products.</span></div><div class=\"ps1029 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Contract costs and contract fulfillment costs</span></div><div class=\"ps1030 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Costs of obtaining contracts requiring capitalization have been incurred by the Group; </span></div><div class=\"ps1031 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">however, the deferral of such costs is not material for the purposes of these consolidated </span></div><div class=\"ps1032 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">financial statements. </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No costs of fulfilling contracts requiring capitalization have been incurred which are not </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recorded as assets in accordance with IAS 2 Inventories, IAS 16 Property, Plant and </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Equipment, or IAS 38 Intangible Assets.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-240": {
   "value": "<div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.4 Research and development expenses </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Research and development expenses comprise staff expenses, depreciation, and other </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">directly attributable expenses and are allocated process based, i.e. relate to research and </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">development activities that are not related to the improvement of the existing production </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">technologies. Costs incurred in connection with improving existing production </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">technologies used in operational production lines are allocated to cost of sales.</span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Research and development costs are expensed as incurred. X-FAB SE Group considers </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">that development work performed does not qualify for capitalization because the amount </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of future benefits to be derived from use of work performed is characterized by a high </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">level of uncertainty until the projects are completed.</span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Government grants are awarded to the Group for its research and development activities </span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in the form of cash tax payments or tax credits. IAS 20 Government Grants is applied to all </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">grants, including the research and development grants received by X\u2011FAB France, which </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">are paid out using the French corporation tax system. The grants are recognized as </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">income and as a non-current or current asset, as appropriate, when there is reasonable </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assurance that the entity will comply with the relevant conditions set out in the terms of </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the grant arrangement and that the grant will be received. These income-related grants </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">are recognized in profit or loss on a systematic basis as the entity recognizes as expenses </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the costs that the grants are intended to compensate.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForResearchAndDevelopmentExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-241": {
   "value": "<div class=\"ps1160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.5 Finance income and finance costs </span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Interest income or expense is recognized using the effective interest method. Dividend </span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">income is recognized in profit or loss on the date on which the Group\u2019s right to receive <span class=\"f ps9\"> </span></span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">payment is established.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinanceIncomeAndCostsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-242": {
   "value": "<div class=\"ps1035 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.7 Employee benefits</span></div><div class=\"ps1036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Employee benefits consist of short-term employee benefits, payments into defined <span class=\"f ps9\"> </span></span></div><div class=\"ps1037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contribution pension schemes, and a long-service retirement lump-sum payment scheme </span></div><div class=\"ps1038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">at the Group\u2019s subsidiary X-FAB France. The Group has no share-based payment <span class=\"f ps9\"> </span></span></div><div class=\"ps1039 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arrangements.<span class=\"f ps9\"> </span></span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Short-term employee benefits are expensed as the related service is provided. A liability is </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized for the amount expected to be paid if the Group has a present legal or </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">constructive obligation to pay this amount as a result of past service provided by the </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">employee and the obligation can be estimated reliably.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Obligations for contributions to defined contribution plans are expensed as the related </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">service is provided. Prepaid contributions are recognized as an asset to the extent that a </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">cash refund or a reduction in future payments is available.</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group\u2019s net obligation in respect of the long-service retirement lump-sum payment </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">scheme is calculated by estimating the amount of future benefit that employees have </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">earned in the current and prior periods, discounting that amount, and deducting the fair </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">value of any plan assets. The calculation of the obligation is performed annually by an </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">independent third-party expert actuary using the projected unit credit method. When the </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">calculation results in a potential asset for the Group, the recognized asset is limited to the </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">present value of economic benefits available in the form of any future refunds from the </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">plan or reductions in future contributions to the plan. To calculate the present value of </span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">economic benefits, consideration is given to any applicable minimum funding </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">requirements. Remeasurements of the net defined benefit liability, which comprise </span></div><div class=\"ps789 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">actuarial gains and losses, the return on plan assets (excluding interest), and the effect of </span></div><div class=\"ps790 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the asset ceiling (if any, excluding interest), are recognized immediately in other </span></div><div class=\"ps791 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">comprehensive income. The Group determines the net interest expense (income) on the </span></div><div class=\"ps792 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">net defined benefit liability (asset) for the period by applying the discount rate used to </span></div><div class=\"ps793 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">measure the defined benefit obligation at the beginning of the annual period to the then-</span></div><div class=\"ps1310 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">net defined benefit liability (asset), taking into account any changes in the net defined </span></div><div class=\"ps1311 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">benefit liability (asset) during the period as a result of contributions and benefit payments. </span></div><div class=\"ps1312 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Net interest expense and other expenses related to defined benefit plans are recognized </span></div><div class=\"ps2150 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">in profit or loss. When the benefits of a plan are changed or when a plan is curtailed, the </span></div><div class=\"ps2151 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">resulting change in benefit that relates to past service or the gain or loss on curtailment is </span></div><div class=\"ps2157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized immediately in profit or loss. The Group recognizes gains and losses on the </span></div><div class=\"ps2158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">settlement of a defined benefit plan when the settlement occurs.</span></div><div class=\"ps801 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Termination benefits are recorded as an expense at the earlier of when the Group can no </span></div><div class=\"ps802 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">longer withdraw the offer of those benefits and when the Group recognizes costs of a </span></div><div class=\"ps803 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">restructuring. The benefits are discounted if it is not expected that they will be settled </span></div><div class=\"ps804 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">wholly within 12 months of the reporting date.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForEmployeeBenefitsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-244": {
   "value": "<div class=\"ps2111 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.8 Property, plant, equipment, and investment properties</span></div><div class=\"ps2112 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Property, plant, and equipment are measured at purchase cost less accumulated </span></div><div class=\"ps2113 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">depreciation and accumulated impairment losses. Purchase cost includes expenditure that </span></div><div class=\"ps2114 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">is directly attributable to the acquisition of the asset. These accounting policies have also </span></div><div class=\"ps2145 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">been applied to investment properties under the cost model in accordance with IAS 40.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Depreciation is provided using the straight-line method for property, plant, factory, and </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">office equipment and for investment properties. Depreciation is calculated to write off the </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">cost of items of property, plant, and equipment less their estimated residual values using </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the straight-line method over their estimated useful lives. If significant parts of an item of </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">property, plant, and equipment have different useful lives, then they are accounted for as </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">separate items (major components) of property, plant, and equipment.</span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following useful lives are used as a basis for calculating depreciation:</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">Buildings, including investment properties: over 40\u201350 years</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">Factory and office equipment: straight-line over 3\u201310 years</span></div><div class=\"ps723 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Borrowing costs were not capitalized because no borrowing costs were incurred in the </span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">period for the construction or acquisition of qualifying assets. Costs incurred which extend </span></div><div class=\"ps725 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the useful life of assets, or which increase performance or capacity of assets, are </span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">capitalized where appropriate. Maintenance and repair costs are expensed as incurred.</span></div><div class=\"ps728 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-1a4a109b ps5\">Assets are recorded as disposals when they are sold or scrapped. The resulting gain or loss is </span></div><div class=\"ps729 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-1a4a109b ps5\">recorded in income within \u201cother income\u201d or \u201cother expenses\u201d as appropriate.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentPropertyExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-243": {
   "value": "<div class=\"ps2111 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.8 Property, plant, equipment, and investment properties</span></div><div class=\"ps2112 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Property, plant, and equipment are measured at purchase cost less accumulated </span></div><div class=\"ps2113 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">depreciation and accumulated impairment losses. Purchase cost includes expenditure that </span></div><div class=\"ps2114 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">is directly attributable to the acquisition of the asset. These accounting policies have also </span></div><div class=\"ps2145 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">been applied to investment properties under the cost model in accordance with IAS 40.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Depreciation is provided using the straight-line method for property, plant, factory, and </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">office equipment and for investment properties. Depreciation is calculated to write off the </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">cost of items of property, plant, and equipment less their estimated residual values using </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the straight-line method over their estimated useful lives. If significant parts of an item of </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">property, plant, and equipment have different useful lives, then they are accounted for as </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">separate items (major components) of property, plant, and equipment.</span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following useful lives are used as a basis for calculating depreciation:</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">Buildings, including investment properties: over 40\u201350 years</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">Factory and office equipment: straight-line over 3\u201310 years</span></div><div class=\"ps723 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Borrowing costs were not capitalized because no borrowing costs were incurred in the </span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">period for the construction or acquisition of qualifying assets. Costs incurred which extend </span></div><div class=\"ps725 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the useful life of assets, or which increase performance or capacity of assets, are </span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">capitalized where appropriate. Maintenance and repair costs are expensed as incurred.</span></div><div class=\"ps728 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-1a4a109b ps5\">Assets are recorded as disposals when they are sold or scrapped. The resulting gain or loss is </span></div><div class=\"ps729 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-1a4a109b ps5\">recorded in income within \u201cother income\u201d or \u201cother expenses\u201d as appropriate.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForPropertyPlantAndEquipmentExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-245": {
   "value": "<div class=\"ps2160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.9 Intangible assets</span></div><div class=\"ps2161 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">Purchased intangible assets are capitalized at purchase cost, including, where applicable, <span class=\"f ps9\"> </span></span></div><div class=\"ps756 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">own work capitalized in preparing the intangible assets for use, and depreciated on a </span></div><div class=\"ps757 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">straight-line basis over their expected useful lives. The useful life applied is five years. </span></div><div class=\"ps2162 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Internally generated intangible assets were not capitalized because the criteria for </span></div><div class=\"ps2163 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">capitalization were not met (see note 4.4).</span></div><div class=\"ps2164 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group has no intangible assets with indefinite useful lives.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsOtherThanGoodwillExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-246": {
   "value": "<div class=\"ps2166 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.10 Impairment</span></div><div class=\"ps2167 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The carrying amounts of the Group\u2019s non-financial assets other than inventories and <span class=\"f ps9\"> </span></span></div><div class=\"ps2168 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">deferred tax assets (for which separate reviews are performed) are reviewed at each </span></div><div class=\"ps2169 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reporting date to determine whether there is any indication of impairment. If any such </span></div><div class=\"ps1042 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">indication exists then the asset\u2019s recoverable amount is estimated.</span></div><div class=\"ps2170 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">The recoverable amount of an asset or cash-generating unit is the greater of its value in use </span></div><div class=\"ps2171 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">and its fair value less costs to sell. In assessing value in use, the estimated future cash flows </span></div><div class=\"ps2172 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">are discounted to their present value using a pre-tax discount rate that reflects current </span></div><div class=\"ps2173 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">market assessments of the time value of money and the risks specific to the asset. For the </span></div><div class=\"ps2174 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps5\">purpose of impairment testing, assets are grouped together into the smallest group of </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps874\">assets that generates cash inflows from continuing use that are largely independent of the </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps874\">cash inflows of other assets or groups of assets (the \u201ccash-generating unit\u201d).</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">An impairment loss is recognized if the carrying amount of an asset or its cash-generating </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">unit exceeds its estimated recoverable amount. Impairment losses are recognized in profit </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">or loss. Impairment losses recognized in respect of cash-generating units are allocated </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">first to reduce the carrying amount of any goodwill allocated to the units and then to </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reduce the carrying amounts of the other assets in the unit (group of units) on a pro rata </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">basis.</span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">An impairment loss is reversed if there has been a change in the estimates used to </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">determine the recoverable amount. An impairment loss is reversed only to the extent that </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the asset\u2019s carrying amount does not exceed the carrying amount that would have been </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">determined, net of depreciation or amortization, if no impairment loss had been </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-247": {
   "value": "<div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.11 Financial instruments</span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Recognition and initial measurement<span class=\"f ps9\"> </span></span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Trade receivables are initially recognized when they are originated, i.e. when or as the </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">goods and services are provided and the revenue for those goods and services is </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized. Regular way purchases and sales of financial assets were accounted for at the </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">settlement date. All other financial assets and financial liabilities are initially recognized </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">when the Group becomes a party to the contractual provisions of the financial instrument. </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group\u2019s trade receivables do not include a significant financing component and the </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amounts recognized for trade receivables are initially recognized at the transaction price. </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">All other financial assets and financial liabilities are initially recognized at fair value plus (or </span></div><div class=\"ps796 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">less, as appropriate), for items not recognized at fair value through profit or loss (FVTPL), </span></div><div class=\"ps797 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">transaction costs that are directly attributable to its acquisition or issue. </span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Classification and subsequent measurement</span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">On initial recognition, a financial asset is classified as measured at amortized cost; FVOCI \u2013 <span class=\"f ps9\"> </span></span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">debt investment; FVOCI \u2013 equity investment; or FVTPL.</span></div><div class=\"ps1034 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">(a) Financial assets at amortized cost</span></div><div class=\"ps1023 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">A financial asset is classified as measured at amortized cost if it meets both of the </span></div><div class=\"ps1024 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">following conditions and is not designated as at FVTPL: </span></div><div class=\"ps748 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">it is held w</span><span class=\"f charStyle-689528e1 ps2175\">ithin a business model whose objective is to hold assets to collect contractual </span></div><div class=\"ps749 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">cash flows; and</span></div><div class=\"ps2176 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">its contractual terms give rise on specified dates to cash flows that are solely payments </span></div><div class=\"ps2177 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">of principal and interest on the principal amount outstanding.</span></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">(b) Debt investments at fair value through other comprehensive income (FVOCI)</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">A debt investment is classified as measured at fair value through other comprehensive </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">income if it meets both of the following conditions and is not designated as at FVTPL:</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">i</span><span class=\"f charStyle-689528e1 ps2179\">t is held within </span><span class=\"f charStyle-689528e1 ps2180\">a business model whose objective is achieved by both collecting </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">contractual cash flows and selling financial assets; and</span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">its contractual terms give rise on specified dates to cash flows that are solely payments </span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">of principal and interest on the principal amount outstanding.</span></div><div class=\"ps2182 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">(c) Equity investments at fair value through other comprehensive income (FVOCI)</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">An equity investment is classified as measured at fair value through other comprehensive </span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">income if it is not held for trading and the Group irrevocably elects to present subsequent </span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">changes in the investment\u2019s fair value in OCI. This election is made on an investment-by-</span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">investment basis.</span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">(d) Financial assets at fair value through profit or loss (FVTPL)</span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">All financial assets not classified as measured at amortized cost or FVOCI as described </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">above are measured at FVTPL. This includes all derivative financial assets, equity </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">investments held for trading, and equity instruments not held for trading, but for which </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the Group did not elect to present fair value changes in other comprehensive income. </span></div><div class=\"ps732 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">On initial recognition, the Group may irrevocably designate a financial asset that otherwise </span></div><div class=\"ps733 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">meets the requirements to be measured at amortized cost or at FVOCI as at FVTPL if </span></div><div class=\"ps734 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">doing so eliminates or significantly reduces an accounting mismatch that would otherwise </span></div><div class=\"ps735 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arise. No such designations have been made by the Group.</span></div><div class=\"ps759 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Financial assets \u2013 business model assessment</span></div><div class=\"ps760 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group makes an assessment of the objective of the business model in which a </span></div><div class=\"ps761 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">financial asset is held at a portfolio level because this best reflects the way the business is </span></div><div class=\"ps762 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">managed and information is provided to management. The information considered </span></div><div class=\"ps1207 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">includes:</span></div><div class=\"ps1208 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">the stated policies and objectives for the portfolio and the operation of those policies </span></div><div class=\"ps1209 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">in practice. These include whether management\u2019s strategy focuses on earning </span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">contractual interest income, maintaining a particular interest rate profile, matching the </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">duration of the financial assets to the duration of any related liabilities or expected cash </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">outflows, or realizing cash flows through the sale of the assets;</span></div><div class=\"ps2185 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">how the performance of the portfolio is evaluated and reported to the Group\u2019s </span></div><div class=\"ps2186 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">management;</span></div><div class=\"ps2187 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">the risks that affect the performance of the business model (and the financial assets </span></div><div class=\"ps750 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">held within that business model) and how those risks are managed;</span></div><div class=\"ps2103 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">how managers of the business are compensated \u2013 e.g. whether compensation is based </span></div><div class=\"ps2104 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">on the fair value of the assets managed or the contractual cash flows collected; and<span class=\"f ps9\"> </span></span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-e3dff01e ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">the frequency, volume, and timing of sales of financial assets in prior periods, the </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">reasons for such sales, and the expectations about future sales activity.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Transfers of financial assets to third parties in transactions that do not qualify for </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">derecognition are not considered sales for this purpose, consistent with the Group\u2019s </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">continuing recognition of the assets.</span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Financial assets that are held for trading or are managed and whose performance is </span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">evaluated on a fair value basis are measured at FVTPL.</span></div><div class=\"ps2182 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Financial assets \u2013 Assessment of whether contractual cash flows are solely payments <span class=\"f ps9\"> </span></span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">of principal and interest</span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">For the purposes of this assessment, \u201cprincipal\u201d is defined as the fair value of the financial </span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">asset on initial recognition. \u201cInterest\u201d is defined as consideration for the time value of </span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">money and for the credit risk associated with the principal amount outstanding during a <span class=\"f ps9\"> </span></span></div><div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">particular period of time and for other basic lending risks and costs (e.g. liquidity risk and </span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">administrative costs), as well as a profit margin. In assessing whether the contractual cash </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">flows are solely payments of principal and interest, the Group considers the contractual </span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">terms of the instrument. This includes assessing whether the financial asset contains a </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">contractual term that could change the timing or amount of contractual cash flows such </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">that it would not meet this condition. In making this assessment, the Group considers:</span></div><div class=\"ps1299 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">contingent events that would change the amount or timing of cash flows;</span></div><div class=\"ps1300 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">terms that may adjust the contractual coupon rate, including variable-rate features;</span></div><div class=\"ps735 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">prepayment and extension features; and</span></div><div class=\"ps2188 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">terms that limit the Group\u2019s claim to cash flows from specified assets (e.g. non-</span></div><div class=\"ps2189 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">recourse features).</span></div><div class=\"ps2190 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">A prepayment feature is consistent with the solely payments of principal and interest </span></div><div class=\"ps2191 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">criterion if the prepayment amount substantially represents unpaid amounts of principal </span></div><div class=\"ps2192 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and interest on the principal amount outstanding, which may include reasonable additional </span></div><div class=\"ps2193 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">compensation for early termination of the contract. Additionally, for a financial asset </span></div><div class=\"ps2194 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">acquired at a discount or premium to its contractual par value, a feature that permits or </span></div><div class=\"ps2195 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">requires prepayment at an amount that substantially represents the contractual par </span></div><div class=\"ps2196 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amount plus accrued (but unpaid) contractual interest (which may also include reasonable </span></div><div class=\"ps1305 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">additional compensation for early termination) is treated as consistent with this criterion if </span></div><div class=\"ps2185 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the fair value of the prepayment feature is insignificant at initial recognition.</span></div><div class=\"ps2100 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Financial assets \u2013 Subsequent measurement and gains and losses</span></div><div class=\"ps2101 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps874\">Financial assets at FVTPL</span></div><div class=\"ps2102 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">These assets are subsequently measured at fair value. Net gains and losses, including any </span></div><div class=\"ps2103 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">interest or dividend income, are recognized in profit or loss. The Group does not apply </span></div><div class=\"ps2104 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">hedge accounting and accordingly does not apply alternative allowed accounting </span></div><div class=\"ps2105 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">treatment permitted for derivatives designated as hedging instruments.</span></div></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Financial assets at amortized cost</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">These assets are subsequently measured at amortized cost using the effective interest </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">method. The amortized cost is reduced by impairment losses. Interest income, foreign </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">exchange gains and losses, and impairment are recognized in profit or loss. Any gain or loss </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">on derecognition is recognized in profit or loss.</span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Debt investments at FVOCI</span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">These assets are subsequently measured at fair value. Interest income calculated using </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the effective interest method, foreign exchange gains and losses, and impairment are </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognized in profit or loss. Other net gains and losses are recognized in OCI. On </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">derecognition, gains and losses accumulated in OCI are reclassified to profit or loss.</span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Equity investments at FVOCI</span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">These assets are subsequently measured at fair value. Dividends are recognized as income </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in profit or loss unless the dividend clearly represents a recovery of part of the cost of the </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">investment. Other net gains and losses are recognized in OCI and are never reclassified to </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">profit or loss.</span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Financial liabilities</span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Financial liabilities are classified as measured at amortized cost or FVTPL. A financial </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liability is classified as at FVTPL if it is classified as held for trading, it is a derivative, or it is </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">designated as such on initial recognition, whereby no liabilities as at FVTPL have been </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">made by the Group. Financial liabilities at FVTPL are measured at fair value, and net gains </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and losses, including any interest expense, are recognized in profit or loss. Other financial </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liabilities are subsequently measured at amortized cost using the effective interest </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">method. Interest expense and foreign exchange gains and losses are recognized in profit </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">or loss. Any gain or loss on derecognition is also recognized in profit or loss.</span></div><div class=\"ps1160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Derecognition</span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Financial assets</span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group derecognizes a financial asset when the contractual rights to the cash flows </span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">from the financial asset expire, or it transfers the rights to receive the contractual cash </span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">flows in a transaction in which substantially all of the risks and rewards of ownership of </span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the financial asset are transferred or in which the Group neither transfers nor retains </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">substantially all of the risks and rewards of ownership and it does not retain control of the </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">financial asset.</span></div><div class=\"ps1025 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group enters into transactions whereby it transfers assets recognized in its statement </span></div><div class=\"ps1026 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of financial position, but retains either all or substantially all of the risks and rewards of the </span></div><div class=\"ps1027 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">transferred assets. In these cases, the transferred assets are not derecognized.</span></div><div class=\"ps1036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Financial liabilities</span></div><div class=\"ps1037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group derecognizes a financial liability when its contractual obligations are discharged </span></div><div class=\"ps1038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">or canceled, or expire. The Group also derecognizes a financial liability when its terms are </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">modified and the cash flows of the modified liability are substantially different, in which </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">case a new financial liability based on the modified terms is recognized at fair value.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">On derecognition of a financial liability, the difference between the carrying amount </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">extinguished and the consideration paid (including any non-cash assets transferred or </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">liabilities assumed) is recognized in profit or loss.</span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Offsetting</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">No financial assets or liabilities are presented on a net basis in these consolidated financial </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">statements.</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Impairment</span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group recognizes loss allowances for the expected credit losses (ECLs) that it </span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expects to incur over the lifetime of financial assets which it measures at amortized cost. </span></div><div class=\"ps725 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Loss allowances for trade receivables are always measured at an amount equal to lifetime </span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">ECLs. When determining whether the credit risk of a financial asset has increased </span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">significantly since initial recognition and when estimating ECLs, the Group considers </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasonable and supportable information that is relevant and available without undue cost </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">or effort. This includes both quantitative and qualitative information and analysis, based on </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the Group\u2019s historical experience and informed credit assessment and including forward-</span></div><div class=\"ps1298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">looking information.</span></div><div class=\"ps733 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The maximum period considered when estimating ECLs is the maximum contractual </span></div><div class=\"ps734 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">period over which the Group is exposed to credit risk.</span></div><div class=\"ps758 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Measurement of ECLs for non-credit-impaired receivables is assessed collectively based </span></div><div class=\"ps759 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">on a probability-weighted estimate of credit losses dependent on the number of days the </span></div><div class=\"ps760 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">balances are overdue. Expected credit losses are measured based on past experience of </span></div><div class=\"ps761 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the recovery of similar portfolios of receivables as the Group considers this to be a </span></div><div class=\"ps762 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasonable approximation of the present value of the shortfalls that can be expected in </span></div><div class=\"ps1207 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">future. ECLs are discounted at the effective interest rate of the financial asset if the </span></div><div class=\"ps1208 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">discounting effect is determined to be material. Based on the contractual agreements, </span></div><div class=\"ps1209 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">receivables are in default when the balances are unpaid by the due date. Dunning <span class=\"f ps9\"> </span></span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">collection procedures commence when a receivable is five days overdue. Receivables are </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">classified as credit impaired from the date on which the receivable is 90 days overdue, </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">despite dunning procedures having being performed, or from the date any other </span></div><div class=\"ps747 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">specific indications are received that a significant deterioration in credit has occurred. </span></div><div class=\"ps748 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Credit-impaired receivables are assessed on a case-by-case basis and assessments of </span></div><div class=\"ps749 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">collectability are based on the information available concerning the outstanding balance, </span></div><div class=\"ps1035 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">including discussions with the customer, assessments of the reliability of the information </span></div><div class=\"ps1036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">provided, available counterclaims or security, an understanding of the economic climate in </span></div><div class=\"ps1037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">which the customer operates, and experience with that customer, as well as experience of </span></div><div class=\"ps1038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">similar collection procedures.</span></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The relevant amounts are written off when the Group considers that there is no realistic </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">prospect of recovery of the receivable and when no further enforcement activity is taken. </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">When a customer is in liquidation the outstanding amounts are listed and monitored in an </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">ongoing liquidation register until the liquidation process is complete.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No loss allowances are made for cash and cash equivalents as it has been determined that, </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">because of the good standing of the Group\u2019s banking partners, the credit risk at the </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reporting date is so low that the ECLs are insignificant both at the date of their initial </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognition and since initial recognition.</span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Fair values of cash and cash equivalents and current receivables and liabilities</span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The fair values of cash and cash equivalents, current receivables, and current liabilities </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">approximate their book values due to their short-term nature.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-249": {
   "value": "<div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">(d) Financial assets at fair value through profit or loss (FVTPL)</span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">All financial assets not classified as measured at amortized cost or FVOCI as described </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">above are measured at FVTPL. This includes all derivative financial assets, equity </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">investments held for trading, and equity instruments not held for trading, but for which </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the Group did not elect to present fair value changes in other comprehensive income. </span></div><div class=\"ps732 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">On initial recognition, the Group may irrevocably designate a financial asset that otherwise </span></div><div class=\"ps733 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">meets the requirements to be measured at amortized cost or at FVOCI as at FVTPL if </span></div><div class=\"ps734 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">doing so eliminates or significantly reduces an accounting mismatch that would otherwise </span></div><div class=\"ps735 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arise. No such designations have been made by the Group.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialInstrumentsDesignatedAtFairValueThroughProfitOrLossExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-248": {
   "value": "<div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">(d) Financial assets at fair value through profit or loss (FVTPL)</span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">All financial assets not classified as measured at amortized cost or FVOCI as described </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">above are measured at FVTPL. This includes all derivative financial assets, equity </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">investments held for trading, and equity instruments not held for trading, but for which </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the Group did not elect to present fair value changes in other comprehensive income. </span></div><div class=\"ps732 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">On initial recognition, the Group may irrevocably designate a financial asset that otherwise </span></div><div class=\"ps733 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">meets the requirements to be measured at amortized cost or at FVOCI as at FVTPL if </span></div><div class=\"ps734 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">doing so eliminates or significantly reduces an accounting mismatch that would otherwise </span></div><div class=\"ps735 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arise. No such designations have been made by the Group.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-250": {
   "value": "<div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Financial liabilities</span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Financial liabilities are classified as measured at amortized cost or FVTPL. A financial </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liability is classified as at FVTPL if it is classified as held for trading, it is a derivative, or it is </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">designated as such on initial recognition, whereby no liabilities as at FVTPL have been </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">made by the Group. Financial liabilities at FVTPL are measured at fair value, and net gains </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and losses, including any interest expense, are recognized in profit or loss. Other financial </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liabilities are subsequently measured at amortized cost using the effective interest </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">method. Interest expense and foreign exchange gains and losses are recognized in profit </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">or loss. Any gain or loss on derecognition is also recognized in profit or loss.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialLiabilitiesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-251": {
   "value": "<div class=\"ps1160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Derecognition</span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Financial assets</span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group derecognizes a financial asset when the contractual rights to the cash flows </span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">from the financial asset expire, or it transfers the rights to receive the contractual cash </span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">flows in a transaction in which substantially all of the risks and rewards of ownership of </span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the financial asset are transferred or in which the Group neither transfers nor retains </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">substantially all of the risks and rewards of ownership and it does not retain control of the </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">financial asset.</span></div><div class=\"ps1025 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group enters into transactions whereby it transfers assets recognized in its statement </span></div><div class=\"ps1026 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of financial position, but retains either all or substantially all of the risks and rewards of the </span></div><div class=\"ps1027 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">transferred assets. In these cases, the transferred assets are not derecognized.</span></div><div class=\"ps1036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Financial liabilities</span></div><div class=\"ps1037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group derecognizes a financial liability when its contractual obligations are discharged </span></div><div class=\"ps1038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">or canceled, or expire. The Group also derecognizes a financial liability when its terms are </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">modified and the cash flows of the modified liability are substantially different, in which </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">case a new financial liability based on the modified terms is recognized at fair value.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">On derecognition of a financial liability, the difference between the carrying amount </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">extinguished and the consideration paid (including any non-cash assets transferred or </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">liabilities assumed) is recognized in profit or loss.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDerecognitionOfFinancialInstrumentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-252": {
   "value": "<div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Offsetting</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">No financial assets or liabilities are presented on a net basis in these consolidated financial </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">statements.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForOffsettingOfFinancialInstrumentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-253": {
   "value": "<div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Impairment</span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group recognizes loss allowances for the expected credit losses (ECLs) that it </span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expects to incur over the lifetime of financial assets which it measures at amortized cost. </span></div><div class=\"ps725 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Loss allowances for trade receivables are always measured at an amount equal to lifetime </span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">ECLs. When determining whether the credit risk of a financial asset has increased </span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">significantly since initial recognition and when estimating ECLs, the Group considers </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasonable and supportable information that is relevant and available without undue cost </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">or effort. This includes both quantitative and qualitative information and analysis, based on </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the Group\u2019s historical experience and informed credit assessment and including forward-</span></div><div class=\"ps1298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">looking information.</span></div><div class=\"ps733 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The maximum period considered when estimating ECLs is the maximum contractual </span></div><div class=\"ps734 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">period over which the Group is exposed to credit risk.</span></div><div class=\"ps758 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Measurement of ECLs for non-credit-impaired receivables is assessed collectively based </span></div><div class=\"ps759 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">on a probability-weighted estimate of credit losses dependent on the number of days the </span></div><div class=\"ps760 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">balances are overdue. Expected credit losses are measured based on past experience of </span></div><div class=\"ps761 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the recovery of similar portfolios of receivables as the Group considers this to be a </span></div><div class=\"ps762 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasonable approximation of the present value of the shortfalls that can be expected in </span></div><div class=\"ps1207 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">future. ECLs are discounted at the effective interest rate of the financial asset if the </span></div><div class=\"ps1208 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">discounting effect is determined to be material. Based on the contractual agreements, </span></div><div class=\"ps1209 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">receivables are in default when the balances are unpaid by the due date. Dunning <span class=\"f ps9\"> </span></span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">collection procedures commence when a receivable is five days overdue. Receivables are </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">classified as credit impaired from the date on which the receivable is 90 days overdue, </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">despite dunning procedures having being performed, or from the date any other </span></div><div class=\"ps747 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">specific indications are received that a significant deterioration in credit has occurred. </span></div><div class=\"ps748 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Credit-impaired receivables are assessed on a case-by-case basis and assessments of </span></div><div class=\"ps749 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">collectability are based on the information available concerning the outstanding balance, </span></div><div class=\"ps1035 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">including discussions with the customer, assessments of the reliability of the information </span></div><div class=\"ps1036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">provided, available counterclaims or security, an understanding of the economic climate in </span></div><div class=\"ps1037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">which the customer operates, and experience with that customer, as well as experience of </span></div><div class=\"ps1038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">similar collection procedures.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The relevant amounts are written off when the Group considers that there is no realistic </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">prospect of recovery of the receivable and when no further enforcement activity is taken. </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">When a customer is in liquidation the outstanding amounts are listed and monitored in an </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">ongoing liquidation register until the liquidation process is complete.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No loss allowances are made for cash and cash equivalents as it has been determined that, </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">because of the good standing of the Group\u2019s banking partners, the credit risk at the </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reporting date is so low that the ECLs are insignificant both at the date of their initial </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognition and since initial recognition.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfFinancialAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-255": {
   "value": "<div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.12 Derivative financial instruments</span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group holds derivative financial instruments to hedge certain foreign currency and </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">interest risk exposures. Embedded derivatives are separated from the host contract and <span class=\"f ps9\"> </span></span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounted for separately if the host contract is not a financial asset and certain criteria are </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">met. Derivative financial instruments are not designated as hedging instruments for hedge </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounting purposes and are accordingly classified as fair value through profit or loss.</span></div><div class=\"ps1299 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Gains and losses from changes in the fair values of the derivative financial instruments are </span></div><div class=\"ps1206 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reported in the income statement within finance income and finance expenses. The fair </span></div><div class=\"ps814 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">values of the derivative financial instruments are presented in the statement of financial </span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">position as other current assets and/or other current liabilities, as appropriate, unless their </span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">maturity exceeds 12 months in which case they will be presented as non-current.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDerivativeFinancialInstrumentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-254": {
   "value": "<div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.12 Derivative financial instruments</span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group holds derivative financial instruments to hedge certain foreign currency and </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">interest risk exposures. Embedded derivatives are separated from the host contract and <span class=\"f ps9\"> </span></span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounted for separately if the host contract is not a financial asset and certain criteria are </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">met. Derivative financial instruments are not designated as hedging instruments for hedge </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounting purposes and are accordingly classified as fair value through profit or loss.</span></div><div class=\"ps1299 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Gains and losses from changes in the fair values of the derivative financial instruments are </span></div><div class=\"ps1206 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reported in the income statement within finance income and finance expenses. The fair </span></div><div class=\"ps814 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">values of the derivative financial instruments are presented in the statement of financial </span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">position as other current assets and/or other current liabilities, as appropriate, unless their </span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">maturity exceeds 12 months in which case they will be presented as non-current.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDerivativeFinancialInstrumentsAndHedgingExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-256": {
   "value": "<div class=\"ps739 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.13 Inventories</span></div><div class=\"ps740 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Inventories of raw materials, consumables, and supplies are measured at the lower of cost </span></div><div class=\"ps741 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and net realizable value. The cost of inventories comprises all costs of purchase, cost of </span></div><div class=\"ps742 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">conversion, and other costs incurred in bringing the inventories to their present location </span></div><div class=\"ps1161 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and condition, determined by using the weighted average acquisition cost method. </span></div><div class=\"ps1034 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Allowances are recognized if the carrying amount exceeds the expected sales price less </span></div><div class=\"ps1023 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the estimated cost to complete the inventories and the cost of marketing, sales, and </span></div>distribution activities. Allowances are made in full for inventories with no realizable value.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForMeasuringInventories",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-257": {
   "value": "<div class=\"ps749 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.14 Cash and cash equivalents</span></div><div class=\"ps1035 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Cash and cash equivalents represent cash in hand, checks, and available balances on bank </span></div><div class=\"ps1036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">current accounts with an original maturity of four weeks or less. The use of cash and cash </span></div><div class=\"ps1037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">equivalents reported are in general not subject to restrictions with the exception of term </span></div><div class=\"ps1038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">deposits reported as cash in note 7.7.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyToDetermineComponentsOfCashAndCashEquivalents",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-258": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.15 Equity </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Share capital</span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The nominal paid-in contribution amount on each share is recorded in share capital.<span class=\"f ps9\"> </span></span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Share premium</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Incremental costs directly attributable to the issue of share capital are recognized as a <span class=\"f ps9\"> </span></span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">deduction from the share premium account, less any related tax effects.</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Treasury shares</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group reports treasury shares as deductions from the Group equity at the cost of </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">purchase.</span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Equity instruments and financial liabilities</span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">Equity instruments and financial liabilities (including share capital, redeemable preference </span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">shares, and other loans and borrowings) are classified according to the substance of the </span></div><div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">contractual arrangements entered into. An equity instrument is any contract that evidences </span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">a residual interest in the assets of the Group after deducting all of its liabilities. Dividends and </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">distributions relating to equity instruments are debited directly to reserves. Equity </span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">instruments issued are recorded at the proceeds received, net of direct issue costs. </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps2198\">A financial liability exists where there is a contractual obligation to deliver cash or another </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">financial asset to another entity, or to exchange financial assets or financial liabilities under </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">potentially unfavorable conditions. In addition, contracts that result in the entity delivering a </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">variable number of its own equity instruments are financial liabilities. Shares containing such </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">obligations are classified as financial liabilities. Finance costs and gains or losses relating to </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">financial liabilities are included in the income statement. The carrying amount of the liability is </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">increased by the finance cost and reduced by payments made in respect of that liability.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIssuedCapitalExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-259": {
   "value": "<div class=\"ps1160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.16 Provisions</span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Provisions are recognized when present obligations (legal or constructive) exist which <span class=\"f ps9\"> </span></span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">result from past events and which are expected to result in an outflow of resources of </span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">which the timing or amount is uncertain. The provisions are measured at the discounted </span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amount of the expected future cash flows arising under the respective obligation at a <span class=\"f ps9\"> </span></span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">pre\u2011tax rate that reflects current market assessments of the time value of money and the </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">risks specific to the liability. The unwinding of the discount is recognized as finance cost. </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Where the Group expects some or all of a provision to be reimbursed, for example under </span></div><div class=\"ps1335 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">an insurance contract, the reimbursement is recognized as a separate asset but only when </span></div><div class=\"ps805 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the reimbursement is virtually certain. The expense relating to any provision is presented in </span></div><div class=\"ps2111 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">profit or loss. If the effect of the time value of money is material, provisions are discounted </span></div><div class=\"ps2112 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">using a pre-tax rate that reflects current market assessments of the time value of money </span></div><div class=\"ps2113 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and of the risk specific to the liability.</span></div><div class=\"ps1030 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">A provision for restructuring is recognized when the Group has approved a detailed and </span></div><div class=\"ps1031 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">formal restructuring plan, and the restructuring either has commenced or has been </span></div><div class=\"ps1032 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">announced publicly. A provision for onerous contracts is recognized for each specific </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contract in which the unavoidable costs of meeting the obligations under the contrac</span><span class=\"f charStyle-f49522f3 ps2200\">t </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">exceed the economic benefits expected to be received under the contract.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForProvisionsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-260": {
   "value": "<div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.17 Leases</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group assesses whether a contract is, or contains, a lease arrangement. A contract is, </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">or contains, a lease if a contract conveys a right to control the use of an identified asset for </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">a period of time in exchange for consideration.</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">The Group as lessee</span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The assets held under the Group\u2019s leasing arrangements are primarily commercial </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">properties, production equipment, and infrastructure equipment.</span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group recognizes right-of-use assets and lease liabilities for most assets, i.e. these are </span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">presented on balance sheet. However, it has elected to not to recognize right-of-use </span></div><div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assets and lease liabilities for leases of low-value assets. The Group recognizes the lease </span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">payments associated with these leases as an expense on a straight-line basis over the </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">lease term. The Group has not applied a simplification election available under IFRS 16 not </span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to separate non-lease components of a lease. At inception or on reassessment of a </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contract that contains a lease component the Group allocates the consideration in the </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contract to each lease and non-lease component of the respective contract on the basis </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of their relative stand-alone prices.</span></div><div class=\"ps1206 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group presents right-of-use assets within \u201cproperty, plant, and equipment\u201d in the </span></div><div class=\"ps814 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statement of financial position, on the same line as it presents underlying assets of the </span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">same nature that are owned by the Group. The Group does not hold any properties under </span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">leases which are classified as investment properties.</span></div><div class=\"ps738 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group presents lease liabilities within \u201cloans and borrowings,\u201d classified between </span></div><div class=\"ps739 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">current and non-current liabilities as appropriate.</span></div><div class=\"ps1207 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group recognizes a right-of-use asset and a lease liability at the lease </span></div><div class=\"ps1208 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">commencement date. The right-of-use asset is initially measured at cost, which comprises </span></div><div class=\"ps1209 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the initial amount of the lease liability adjusted for any lease payments made at or before </span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the commencement date, plus any initial direct costs incurred and an estimate of costs to </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">dismantle and remove the underlying asset or to restore the underlying asset or the site on </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">which it is located, less any lease incentives received.</span></div><div class=\"ps1212 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The right-of-use asset is subsequently depreciated using the straight-line method from </span></div><div class=\"ps2201 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the commencement date to the end of the lease term, unless the lease transfers </span></div><div class=\"ps2187 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">ownership of the underlying asset to the Group by the end of the lease term or the cost of </span></div><div class=\"ps750 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the right-of-use asset reflects that the Group will exercise a purchase option. In that case </span></div><div class=\"ps2202 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the right-of-use asset will be depreciated over the useful life of the underlying asset, which </span></div><div class=\"ps2203 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">is determined on the same basis as those of property and equipment. In addition, the </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">right-of-use asset is periodically reduced by impairment losses, if any, and adjusted for </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">certain remeasurements of the lease liability.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">The lease liability is initially m</span><span class=\"f charStyle-f49522f3 ps2204\">easured at the present value of the lease payments that are not </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">paid at the commencement date, discounted using the interest rate implicit in the lease or, if </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">that rate cannot be readily determined, the Group\u2019s incremental borrowing rate. Generally, </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps874\">the Group uses an estimate of its incremental borrowing rate as the discount rate.</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group determines its incremental borrowing rate by obtaining interest rates from </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">various external financing sources and makes certain adjustments to reflect the terms of </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the lease and type of the asset leased.</span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Lease payments included in the measurement of the lease liability comprise the following:</span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">fixed payments, including in-substance fixed payments;</span></div><div class=\"ps2121 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">variable lease payments that depend on an index or a rate, initially measured using the </span></div><div class=\"ps2205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">index or rate as at the commencement date;</span></div><div class=\"ps728 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">amounts expected to be payable under a residual value guarantee; and</span></div><div class=\"ps2206 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">the exercise price under a purchase option that the Group is reasonably certain to </span></div><div class=\"ps2207 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">exercise, lease payments in an optional renewal period if the Group is reasonably </span></div><div class=\"ps2208 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">certain to exercise an extension option, and penalties for early termination of a lease </span></div><div class=\"ps2209 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">unless the Group is reasonably certain not to terminate early.</span></div><div class=\"ps2210 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Some of the Group\u2019s lease contracts include renewal or termination options. In order to </span></div><div class=\"ps2211 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">determine the lease term for these contracts the Group takes into account all relevant </span></div><div class=\"ps2212 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">facts and circumstances in order to assess whether it is reasonably certain that these </span></div><div class=\"ps2213 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">options will be exercised. This assessment has an impact on the term of the lease, which </span></div><div class=\"ps2214 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">has a significant effect on the amount of the lease liabilities and the measurement of the </span></div><div class=\"ps2190 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">right-of-use asset recognized.</span></div><div class=\"ps2215 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Generally, the Group uses an estimate of its incremental borrowing rate as the discount </span></div><div class=\"ps2216 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">rate. The lease liability is remeasured when there is a change in future lease payments </span></div><div class=\"ps2217 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">arising from a change in an index or rate, if there is a change in the Group\u2019s estimate of the </span></div><div class=\"ps2218 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amount expected to be payable under a residual value guarantee, if the Group changes its </span></div><div class=\"ps2219 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">assessment of whether it will exercise a purchase, extension or termination option, or if </span></div><div class=\"ps2220 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">there is a revised in-substance fixed lease payment. When the lease liability is remeasured </span></div><div class=\"ps2221 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">in this way, a corresponding adjustment is made to the carrying amount of the right-of-use </span></div><div class=\"ps1306 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">asset, or is recorded in profit or loss if the carrying amount of the right-of-use asset has </span></div><div class=\"ps2100 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">been reduced to zero.</span></div><div class=\"ps2222 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps874\">Short-term leases and leases of low-value assets</span></div><div class=\"ps2223 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has elected not to recognize right of-use assets and lease liabilities for leases </span></div><div class=\"ps2224 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">of low-value assets and short-term leases, including IT equipment. The Group recognizes </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the lease payments associated with these leases as an expense on a straight-line basis </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">over the lease term.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">Sale and leaseback transactions </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">When the Group undertakes a sale and leaseback transaction with a buyer-lessor, it </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">determines whether the transfer qualifies as a sale. This determination is based on the </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">requirements for satisfying a performance obligation in IFRS 15 Revenue from Contracts </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">with Customers. If the transfer qualifies as a sale and the transaction is on market terms </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the Group splits the previous carrying amount of the underlying asset into (a) a right-of-</span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">use asset arising from the leaseback and (b) the rights in the underlying asset retained by </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the buyer-lessor at the end of the leaseback. The Group recognizes a portion of the total </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">gain or loss on the sale. The amount recognized is calculated by splitting the total gain or </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">loss into (a) an unrecognized amount relating to the rights retained by the seller-lessee </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and (b) a recognized </span><span class=\"f charStyle-689528e1 ps2225\">amount relating</span><span class=\"f charStyle-689528e1 ps2226\"> to the buyer-lessor\u2019s rights in the underlying asset at </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the end of the leaseback. The leaseback itself is then accounted for under the lessee </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounting model. Adjustments are required if consideration for the sale is not at fair value </span></div><div class=\"ps787 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and/or payments for the lease are not at market rates. These adjustments result in </span></div><div class=\"ps788 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognition of a prepayment to reflect below-market terms and/or additional financing </span></div><div class=\"ps1308 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">provided by the buyer-lessor to the seller-lessee to reflect above-market terms.</span></div><div class=\"ps790 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6ae305af ps5\">The Group as lessor</span></div><div class=\"ps791 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group is lessor at several locations where it leases commercial property which is </span></div><div class=\"ps792 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">owned by the Group but not used for its own commercial business purposes. The Group </span></div><div class=\"ps793 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">has classified these leases as operating leases, because they do not transfer substantially </span></div><div class=\"ps1310 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">all of the risks and rewards incidental to the ownership of the assets.</span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">At inception or on modification of a contract that contains a lease component, the Group </span></div><div class=\"ps796 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">allocates the consideration in the contract to each lease component on the basis of their </span></div><div class=\"ps797 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">relative stand-alone prices.</span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">When the Group acts as a lessor, it examines each lease at lease inception to determine </span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">whether is a finance lease or an operating lease. This consists of making an overall </span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assessment of whether the lease transfers substantially all of the risks and rewards </span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">incidental to ownership of the underlying asset. If this is the case, then the lease is a finance </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">lease; if not, then it is an operating lease. As part of this assessment, the Group considers </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">certain indicators such as whether the lease is for the major part of the economic life of </span></div><div class=\"ps1335 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the asset.</span></div><div class=\"ps1026 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">When the Group is an intermediate lessor, it accounts for its interests in the head lease and </span></div><div class=\"ps1027 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the sublease separately. It assesses the lease classification of a sublease with reference to </span></div><div class=\"ps1028 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the right-of-use asset arising from the head lease, not with reference to the underlying </span></div><div class=\"ps1029 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">asset. If a head lease is a short-term lease to which the Group applies the exemption <span class=\"f ps9\"> </span></span></div><div class=\"ps1030 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">described above, then it classifies the sub-lease as an operating lease. If an arrangement </span></div><div class=\"ps1031 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contains lease and non-lease components, then the Group applies IFRS 15 to allocate the </span></div><div class=\"ps1032 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consideration in the contract.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">All leases entered into by the Group as lessor to date have been classified as operating </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">leases and relate to investment properties rented to third parties. The Group recognizes </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">lease payments received under operating leases as income on a straight-line basis over </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the lease term as part of \u201cIncome from investment property rentals.\u201d</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-261": {
   "value": "<div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.18 Subsidies</span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group receives government assistance in the form of government investment grants <span class=\"f ps9\"> </span></span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and investment subsidies which are dependent on the acquisition of certain assets </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">qualifying under the respective grant awards. Grants and subsidies related to assets are </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized when there is reasonable assurance that the entity will comply with the relevant </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">conditions of the grant, and that grant will be received. They are recognized in profit or </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">loss on a systematic basis as the entity recognizes as expenses the costs that the grants </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are intended to compensate. The investment grants and subsidies received reduce the </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">purchase cost for the relevant subsidized assets recorded under property, plant, and </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">equipment.</span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The receipt of government assistance is governed by terms set out in law and by specific </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">terms and conditions attached to the applicable grants and subsidies.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForGovernmentGrants",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-262": {
   "value": "<div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">4.19 Income taxes</span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Income and expenses for income tax includes current and deferred tax. Income taxes are </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized in profit or loss except to the extent that they relate to a business combination, </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">or to items recognized directly in equity or in other comprehensive income.</span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Current tax comprises the expected tax payable or receivable on taxable profit or loss for </span></div><div class=\"ps1159 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the year and any adjustment to the tax payable or receivable in respect of previous years. </span></div><div class=\"ps1160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The amount of current tax payable or receivable is the best estimate of the tax amount </span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expected to be paid or received. It is measured using tax rates enacted or substantively </span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">enacted at the reporting date.</span></div><div class=\"ps742 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Current tax assets and liabilities are only offset if certain criteria are met.</span></div><div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has applied the exception to recognizing and disclosing information about </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">deferred tax assets and liabilities related to Pillar Two income taxes, in accordance with the </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amendments to IAS 12 issued in May 2023.</span></div><div class=\"ps1212 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Deferred income taxes reflect the tax effects of temporary differences between the </span></div><div class=\"ps2201 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">carrying amounts of assets and liabilities for financial reporting purposes and the amounts </span></div><div class=\"ps2187 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">used for income tax purposes and the deferred benefits expected from unused tax losses, </span></div><div class=\"ps750 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">unused tax credits, and other credits carried forward, whereby amounts are only </span></div><div class=\"ps2202 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized when their realization is considered by management to be probable. Deferred </span></div><div class=\"ps2203 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">tax assets and liabilities are measured using the tax rates expected to apply to taxable </span></div><div class=\"ps2227 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">income in the years in which these temporary differences are expected to be recovered or </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">settled, based on tax rates enacted or substantially enacted at the statement of financial </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">position date.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The measurement of deferred tax liabilities and deferred tax assets reflects the tax </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consequences that would follow from the manner in which the enterprise expects, at the </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statement of financial position date, to recover or settle the carrying amount of its assets </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and liabilities.</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Deferred tax assets are not discounted and are classified as non-current assets in the </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statement of financial position. Current tax assets are not offset against current tax </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liabilities and deferred tax assets are not offset against deferred tax unless the entity has a </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">legally enforceable right to set off the recognized amounts and it intends either to settle </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">on a net basis or to realize the asset and settle the liability simultaneously. Deferred tax </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assets are recognized when it is probable that sufficient taxable profits will be available </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">against which the deferred tax assets can be utilized.</span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">At each statement of financial position date, the Group reassesses unrecognized deferred </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">tax assets and the carrying amount of deferred tax assets. The Group recognizes a </span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">previously unrecognized deferred tax asset to the extent that it has become probable that </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">future taxable profit will allow the deferred tax asset to be recovered. The probability of </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognition is based on the expected tax profits included in the Group\u2019s current business </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">planning. The Group conversely reduces the carrying amount of a deferred tax asset to </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the extent that it is no longer probable that sufficient taxable profit will be available to </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">allow the benefit of part or that entire deferred tax asset to be utilized. A deferred tax </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liability is recognized for all taxable temporary differences, unless the deferred tax liability </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arises from the initial recognition of goodwill or the initial recognition of assets or liabilities </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in a transaction that is not a business combination and that affects neither accounting nor </span></div><div class=\"ps796 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">taxable profit or loss.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIncomeTaxExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-263": {
   "value": "<div class=\"ps744 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has applied the exception to recognizing and disclosing information about </span></div><div class=\"ps745 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">deferred tax assets and liabilities related to Pillar Two income taxes, in accordance with the </span></div><div class=\"ps746 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amendments to IAS 12 issued in May 2023.</span></div><div class=\"ps1212 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Deferred income taxes reflect the tax effects of temporary differences between the </span></div><div class=\"ps2201 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">carrying amounts of assets and liabilities for financial reporting purposes and the amounts </span></div><div class=\"ps2187 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">used for income tax purposes and the deferred benefits expected from unused tax losses, </span></div><div class=\"ps750 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">unused tax credits, and other credits carried forward, whereby amounts are only </span></div><div class=\"ps2202 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recognized when their realization is considered by management to be probable. Deferred </span></div><div class=\"ps2203 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">tax assets and liabilities are measured using the tax rates expected to apply to taxable </span></div><div class=\"ps2227 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">income in the years in which these temporary differences are expected to be recovered or </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">settled, based on tax rates enacted or substantially enacted at the statement of financial </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">position date.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The measurement of deferred tax liabilities and deferred tax assets reflects the tax </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consequences that would follow from the manner in which the enterprise expects, at the </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statement of financial position date, to recover or settle the carrying amount of its assets </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and liabilities.</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Deferred tax assets are not discounted and are classified as non-current assets in the </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statement of financial position. Current tax assets are not offset against current tax </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liabilities and deferred tax assets are not offset against deferred tax unless the entity has a </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">legally enforceable right to set off the recognized amounts and it intends either to settle </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">on a net basis or to realize the asset and settle the liability simultaneously. Deferred tax </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assets are recognized when it is probable that sufficient taxable profits will be available </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">against which the deferred tax assets can be utilized.</span></div><div class=\"ps1323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">At each statement of financial position date, the Group reassesses unrecognized deferred </span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">tax assets and the carrying amount of deferred tax assets. The Group recognizes a </span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">previously unrecognized deferred tax asset to the extent that it has become probable that </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">future taxable profit will allow the deferred tax asset to be recovered. The probability of </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognition is based on the expected tax profits included in the Group\u2019s current business </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">planning. The Group conversely reduces the carrying amount of a deferred tax asset to </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the extent that it is no longer probable that sufficient taxable profit will be available to </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">allow the benefit of part or that entire deferred tax asset to be utilized. A deferred tax </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liability is recognized for all taxable temporary differences, unless the deferred tax liability </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arises from the initial recognition of goodwill or the initial recognition of assets or liabilities </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in a transaction that is not a business combination and that affects neither accounting nor </span></div><div class=\"ps796 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">taxable profit or loss.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDeferredTaxesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-264": {
   "value": "<div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">4.20 Changes to accounting policies</span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">New</span><span class=\"f charStyle-5b83f35c ps2228\"> accounting pronouncements</span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">The amendment to IAS 21 The Effects of Changes in Foreign Exchange Rates: Lack </span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">of Exchangeability</span><span class=\"f charStyle-689528e1 ps2229\"> (issued on August 15, 2023) which is effective for annual periods </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">beginning on or before January 1, 2025, has been applied by the Group for the first time in </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">preparing these consolidated financial statements. The amendment did not have a </span></div><div class=\"ps1335 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">significant effect on the consolidated financial statements of the X-FAB Group.</span></div><div class=\"ps1026 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">New accounting standards, amendments to standards, and interpretations effective </span></div><div class=\"ps1027 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">for annual periods beginning after January 1, 2026</span></div><div class=\"ps1036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">A number of new accounting standards and amendments to accounting standards are </span></div><div class=\"ps1037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">effective for annual periods beginning after January\u00a01, 2026 The Group has not early </span></div><div class=\"ps1038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">adopted any of the forthcoming new or amended accounting standards in preparing these </span></div><div class=\"ps1039 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consolidated financial statements.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group is still in the process of assessing the impact of the new standard IFRS\u00a018, </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">particularly with respect to the structure of the Group\u2019s statement of profit or loss, the </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">statement of cash flows, additional disclosures required, and how information is grouped in </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the financial statements.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The remaining amendments are not expected to have a material impact on the Group\u2019s </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">consolidated financial statements.</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">Amendments to the Classification and Measurement of Financial Instruments \u2013 </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">Amendments to IFRS 9 and IFRS 7</span><span class=\"f charStyle-689528e1 ps2230\">, issued on May\u00a030, 2024, will address diversity in </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">accounting practice by making the requirements more understandable and consistent. </span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The amendments include:</span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">Clarifications on the classification of financial assets with environmental, social and </span></div><div class=\"ps725 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">corporate governance (ESG) and similar features\u2014ESG-linked features in loans could </span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">affect whether the loans are measured at amortized cost or fair value. To resolve any </span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">potential diversity in practice, the amendments clarify how the contractual cash flows </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">on such loans should be assessed.</span></div><div class=\"ps2231 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps874\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps937\">Clarifications on the date on which a financial asset or financial liability is derecognized. </span></div><div class=\"ps2232 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">The IASB also decided to develop an accounting policy option to allow a company to </span></div><div class=\"ps2233 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">derecognize a financial liability before it delivers cash on the settlement date if </span></div><div class=\"ps2234 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps937\">specified criteria are met.</span></div><div class=\"ps2235 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The International Accounting Standards Board has also introduced additional disclosure </span></div><div class=\"ps2236 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">requirements to enhance transparency for investors regarding investments in equity </span></div><div class=\"ps2188 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">instruments designated at fair value through other comprehensive income and financial </span></div><div class=\"ps2189 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">instruments with contingent features, for example features tied to ESG-linked targets.</span></div><div class=\"ps2190 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The amendments are effective for annual reporting periods beginning on or after </span></div><div class=\"ps2191 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">January\u00a01, 2026 with early adoption permitted. These amendments have been endorsed </span></div><div class=\"ps2192 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">by the EU.</span></div><div class=\"ps2217 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">Contracts Referencing Nature-dependent Electricity \u2013 Amendments to IFRS\u00a09 and </span></div><div class=\"ps2218 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">IFRS\u00a07,</span><span class=\"f charStyle-689528e1 ps2237\"> issued on December\u00a018, 2024, will help entities better report on the financial </span></div><div class=\"ps2219 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">effects of nature-dependent electricity contracts, which are often structured as power </span></div><div class=\"ps2220 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">purchase agreements (PPAs). Nature-dependent electricity contracts help entities to </span></div><div class=\"ps2221 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">secure their electricity supply from sources such as wind and solar power. The amount of </span></div><div class=\"ps1306 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">electricity generated under these contracts can vary based on uncontrollable factors such </span></div><div class=\"ps2100 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">as weather conditions. Current accounting requirements may not adequately capture how </span></div><div class=\"ps2101 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">these contracts affect an entity\u2019s performance.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The amendments include:</span></div><div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">clarifying the application of the \u201cown use\u201d requirements;</span></div><div class=\"ps2238 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">permitting hedge accounting if these contracts are used as hedging instruments; and</span></div><div class=\"ps2239 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">adding new disclosure requirements to enable investors to understand the effect of </span></div><div class=\"ps2240 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">these contracts on a company\u2019s financial performance and cash flows.</span></div><div class=\"ps847 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The amendments are effective for annual reporting periods beginning on or after </span></div><div class=\"ps849 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">January\u00a01, 2026 with early adoption permitted. These amendments have been endorsed </span></div><div class=\"ps2182 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">by the EU.</span></div><div class=\"ps722 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">Annual Improvements Volume 11</span><span class=\"f charStyle-689528e1 ps2241\">, issued on July 18, 2024, include clarifications, </span></div><div class=\"ps723 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">simplifications, corrections and changes aimed at improving the consistency of several </span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">IFRS Accounting Standards.</span></div><div class=\"ps2242 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The amended Standards are:</span></div><div class=\"ps2243 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">IFRS 1 First-time Adoption of International Financial Reporting Standards;</span></div><div class=\"ps2244 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">IFRS 7 Financial Instruments: Disclosures and its accompanying Guidance on </span></div><div class=\"ps2245 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps960\">implementing IFRS 7;</span></div><div class=\"ps2246 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">IFRS 9 Financial Instruments;</span></div><div class=\"ps2247 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">IFRS 10 Consolidated Financial Statements; and</span></div><div class=\"ps2248 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-4b3dd328 ps5\">\u2022<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps960\">IAS 7 Statement of Cash Flows.</span></div><div class=\"ps2249 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The amendments are effective for annual reporting periods beginning on or after </span></div><div class=\"ps2250 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">January\u00a01, 2026 with early adoption permitted. These amendments have been endorsed </span></div><div class=\"ps2251 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">by the EU.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfChangesInAccountingPoliciesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-265": {
   "value": "<div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">5 Business combinations</span></div><div class=\"ps2277 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group did not enter into any business combinations in the financial year 2025.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBusinessCombinationsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-266": {
   "value": "<div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.1 Revenue</span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Revenue, which wholly and exclusively represents revenue from contracts with customers, </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">comprises the following (refer to note 9 for revenue by geographic concentration): </span></div><div class=\"ps2314 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Gross revenue PCM wafer<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.1pt\"></span></span><span class=\"ps2285\">799,936<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.7pt\"></span></span><span class=\"ps2287\">734,783<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Gross revenue NRE and technology services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.67pt\"></span></span><span class=\"ps2290\">83,180<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.18pt\"></span></span><span class=\"ps2292\">96,884<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Revenue recognized over time PCM wafer<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.31pt\"></span></span><span class=\"ps2295\">2,662<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.01pt\"></span></span><span class=\"ps2297\">(5,919)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2299 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other revenue<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2301 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.79pt\"></span></span><span class=\"ps2300\">5<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2303 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.07pt\"></span></span><span class=\"ps2302\">14<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Discounts and warranty credits<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28pt\"></span></span><span class=\"ps2305\">(15,528)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.77pt\"></span></span><span class=\"ps2307\">(9,379)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2309 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2311 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.85pt\"></span></span><span class=\"ps2310\">870,255<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2313 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.58pt\"></span></span><span class=\"ps2312\">816,383<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2315 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Revenues from production increased by 8.8%, driven by higher demand especially for the </span></div><div class=\"ps2317 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Industrial and Medical end markets</span><span class=\"f charStyle-689528e1 ps2316\">. Revenue from prototyping decreased by 14.1%. </span></div><div class=\"ps2318 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Revenue from PCM wafer sales is generally recognized at the specific point in time when </span></div><div class=\"ps2319 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the wafers are delivered to the customer, and, in addition, revenue is recognized over time </span></div><div class=\"ps2320 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">for certain long-term contracts which meet the criteria for revenue recognition over time. </span></div><div class=\"ps2321 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Revenue for wafer sales recognized over time represents the Group\u2019s rights to </span></div><div class=\"ps2322 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consideration for work completed but not invoiced at the reporting date on wafer sales </span></div><div class=\"ps2323 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">under long-term contracts which meet the criteria for revenue recognition over time. As </span></div><div class=\"ps2324 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">described in note 7.12 below, the Group receives prepayments from customers for future </span></div><div class=\"ps2325 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">wafer sales and capacity reservation deposits in connection with such long-term contracts.</span></div><div class=\"ps2326 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group has not recognized revenues of variable consideration from customers in </span></div><div class=\"ps2327 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">respect of shortfalls of orders from customers, nor any incurred or anticipated contract </span></div><div class=\"ps2328 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">penalties, or any downward revisions of revenues previously recognized in the financial </span></div><div class=\"ps2329 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">year 2025 or 2024 as, at the current time, it is anticipated that all customer orders will be </span></div><div class=\"ps2330 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">supplied to customers in full without any shortfalls. In addition, no revenue is recognized in </span></div><div class=\"ps2331 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the current year from performance obligations satisfied in prior years (e.g. changes in </span></div><div class=\"ps2332 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">transaction price).</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRevenueExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-267": {
   "value": "<div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Revenue, which wholly and exclusively represents revenue from contracts with customers, </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">comprises the following (refer to note 9 for revenue by geographic concentration): </span></div><div class=\"ps2314 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Gross revenue PCM wafer<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.1pt\"></span></span><span class=\"ps2285\">799,936<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.7pt\"></span></span><span class=\"ps2287\">734,783<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Gross revenue NRE and technology services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.67pt\"></span></span><span class=\"ps2290\">83,180<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.18pt\"></span></span><span class=\"ps2292\">96,884<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Revenue recognized over time PCM wafer<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.31pt\"></span></span><span class=\"ps2295\">2,662<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.01pt\"></span></span><span class=\"ps2297\">(5,919)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2299 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other revenue<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2301 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.79pt\"></span></span><span class=\"ps2300\">5<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2303 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.07pt\"></span></span><span class=\"ps2302\">14<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Discounts and warranty credits<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28pt\"></span></span><span class=\"ps2305\">(15,528)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.77pt\"></span></span><span class=\"ps2307\">(9,379)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2309 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2311 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.85pt\"></span></span><span class=\"ps2310\">870,255<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2313 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.58pt\"></span></span><span class=\"ps2312\">816,383<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3312 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7.4 Contract assets</span></div><div class=\"ps3313 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Contract assets relate to the Group\u2019s rights to consideration for work completed but not </span></div><div class=\"ps3314 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">invoiced at the reporting date on wafer sales recognized over time. No impairment </span></div><div class=\"ps3315 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">charges have been recognized on contract assets. The contract assets are transferred to </span></div><div class=\"ps3316 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">receivables when the rights become unconditional. This usually occurs when the Group </span></div><div class=\"ps3317 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">issues an invoice to the customer.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRevenueFromContractsWithCustomersExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-268": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">6.2 Cost of sales</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The cost of sales comprises the following:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps2377\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Employee-related expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:20.63pt\"></span></span><span class=\"ps2334\">(228,693)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.63pt\"></span></span><span class=\"ps2336\">(216,109)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Cost of materials<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.56pt\"></span></span><span class=\"ps2339\">(154,476)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.14pt\"></span></span><span class=\"ps2341\">(174,451)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2343 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Costs of fixed assets (maintenance, spare parts, etc.)<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2345 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.35pt\"></span></span><span class=\"ps2344\">(101,155)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2347 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.96pt\"></span></span><span class=\"ps2346\">(102,265)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2348 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Depreciation and amortization<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2350 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.95pt\"></span></span><span class=\"ps2349\">(107,972)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2352 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.57pt\"></span></span><span class=\"ps2351\">(92,319)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1493 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Facility costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2354 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.79pt\"></span></span><span class=\"ps2353\">(78,463)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2356 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.79pt\"></span></span><span class=\"ps2355\">(75,759)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1404 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">External services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2358 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.9pt\"></span></span><span class=\"ps2357\">(10,461)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2360 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.46pt\"></span></span><span class=\"ps2359\">(5,807)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1411 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Changes in inventories<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2361 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.07pt\"></span></span><span class=\"ps1405\">(24,517)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2363 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.27pt\"></span></span><span class=\"ps2362\">16,947<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1418 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Grants<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2365 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.31pt\"></span></span><span class=\"ps2364\">26,997<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2367 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.06pt\"></span></span><span class=\"ps2366\">19,943<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1427 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2369 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.25pt\"></span></span><span class=\"ps2368\">(7,112)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2371 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.84pt\"></span></span><span class=\"ps2370\">(3,614)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2372 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2374 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:18.7pt\"></span></span><span class=\"ps2373\">(685,852)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2376 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:17.52pt\"></span></span><span class=\"ps2375\">(633,434)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2378 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The increase in cost of sales of 8.3% reflects the 6.6% increase in revenues with an </span></div><div class=\"ps2379 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">accompanying decrease in inventories. Depreciation increased following the completion </span></div><span class=\"f charStyle-689528e1 ps874\">of investments in capacity</span>.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCostOfSalesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-269": {
   "value": "<div class=\"ps2384 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">6</span><span class=\"f charStyle-49267a50 ps2383\">.3 Research and development expenses</span></div><div class=\"ps2385 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Research and development expenses comprise the following:</span></div><div class=\"ps2418 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Employee-related expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.6pt\"></span></span><span class=\"ps2386\">(39,026)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.82pt\"></span></span><span class=\"ps2387\">(39,878)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Cost of materials<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.49pt\"></span></span><span class=\"ps2388\">(10,128)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.46pt\"></span></span><span class=\"ps2359\">(8,075)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Costs of fixed assets (incl. maintenance software, etc.)</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.89pt\"></span></span><span class=\"ps2390\">(5,414)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.51pt\"></span></span><span class=\"ps2392\">(3,800)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Depreciation and amortization<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.8pt\"></span></span><span class=\"ps2395\">(2,040)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.66pt\"></span></span><span class=\"ps2397\">(1,718)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Facility costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.56pt\"></span></span><span class=\"ps1853\">(1,054)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.46pt\"></span></span><span class=\"ps2399\">(984)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2400 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">External services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2402 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.84pt\"></span></span><span class=\"ps2401\">(645)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.16pt\"></span></span><span class=\"ps1390\">(606)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2404 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Grants<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2406 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.09pt\"></span></span><span class=\"ps2405\">6,045<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2408 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.71pt\"></span></span><span class=\"ps2407\">4,908<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2409 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2411 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.13pt\"></span></span><span class=\"ps2410\">2,571<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2413 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.87pt\"></span></span><span class=\"ps2412\">368<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1577 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2415 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.71pt\"></span></span><span class=\"ps2414\">(49,691)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2417 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.98pt\"></span></span><span class=\"ps2416\">(49,785)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2419 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">It is X\u2011FAB\u2019s policy to maintain a consistent rate of research and development expenses in </span></div><div class=\"ps2420 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">relation to revenue.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfResearchAndDevelopmentExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-270": {
   "value": "<div class=\"ps2440 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.5 General and administrative expenses</span></div><div class=\"ps2441 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The general and administrative expenses comprise the following:</span></div><div class=\"ps2455 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #4f7698;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Employee-related expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.23pt\"></span></span><span class=\"ps2442\">(27,719)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.49pt\"></span></span><span class=\"ps2443\">(27,594)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">External services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.71pt\"></span></span><span class=\"ps2444\">(6,743)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.07pt\"></span></span><span class=\"ps2445\">(7,051)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Costs of fixed assets (maintenance software, etc.)<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.91pt\"></span></span><span class=\"ps2446\">(7,123)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.56pt\"></span></span><span class=\"ps2447\">(6,177)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Depreciation and amortization<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.19pt\"></span></span><span class=\"ps2448\">(2,819)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.56pt\"></span></span><span class=\"ps2449\">(3,366)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Insurance, dues, and fees<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.8pt\"></span></span><span class=\"ps2450\">(2,081)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.88pt\"></span></span><span class=\"ps2014\">(1,600)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2400 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Facility costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2402 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.86pt\"></span></span><span class=\"ps2451\">(1,350)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.16pt\"></span></span><span class=\"ps2452\">(1,249)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2404 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2406 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.82pt\"></span></span><span class=\"ps2424\">(317)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2408 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.31pt\"></span></span><span class=\"ps2453\">(314)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2409 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2411 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.49pt\"></span></span><span class=\"ps2443\">(48,152)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2413 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.41pt\"></span></span><span class=\"ps2454\">(47,351)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2192 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Increases in software costs include costs for ongoing work on a change in ERP system.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfGeneralAndAdministrativeExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-272": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">6.6 Expenses by nature</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">In the income statement, expenditures are classified by function. Expenses include </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">depreciation charges allocated to the following items:</span></div><div class=\"ps2467 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in cost of sales<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.44pt\"></span></span><span class=\"ps2456\">(107,249)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.27pt\"></span></span><span class=\"ps2457\">(91,462)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in research and development expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.69pt\"></span></span><span class=\"ps2458\">(1,780)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.25pt\"></span></span><span class=\"ps2368\">(1,172)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in selling expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.16pt\"></span></span><span class=\"ps2430\">(117)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.93pt\"></span></span><span class=\"ps2431\">(123)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in general and administrative expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.92pt\"></span></span><span class=\"ps2459\">(2,155)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.41pt\"></span></span><span class=\"ps2460\">(2,328)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in expenses related to investment properties and <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">other expenses</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.28pt\"></span></span><span class=\"ps2461\">(2,017)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.21pt\"></span></span><span class=\"ps2462\">(1,918)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1494 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2464 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.85pt\"></span></span><span class=\"ps2463\">(113,318)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2466 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.36pt\"></span></span><span class=\"ps2465\">(97,003)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2468 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Depreciation increased due to capitalization of tools for capacity increases. </span></div><div class=\"ps2469 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Expenses include charges for amortization of intangible assets allocated to the following </span></div><div class=\"ps2470 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">items:</span></div><div class=\"ps2478 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in cost of sales<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.8pt\"></span></span><span class=\"ps2471\">(723)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.32pt\"></span></span><span class=\"ps2472\">(857)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in research and development expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.72pt\"></span></span><span class=\"ps2473\">(260)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.84pt\"></span></span><span class=\"ps2401\">(546)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in general and administrative expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.49pt\"></span></span><span class=\"ps2474\">(664)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.48pt\"></span></span><span class=\"ps2475\">(1,038)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2299 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2301 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.07pt\"></span></span><span class=\"ps2476\">(1,647)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2303 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.99pt\"></span></span><span class=\"ps2477\">(2,441)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2479 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Employee-related expenses allocated according to function in the income statement </span></div><div class=\"ps1190 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">consist of the following:</span></div><div class=\"ps2490 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Wages and salaries<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.97pt\"></span></span><span class=\"ps2480\">(229,819)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.99pt\"></span></span><span class=\"ps2481\">(222,972)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Social security costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.95pt\"></span></span><span class=\"ps2482\">(50,597)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.55pt\"></span></span><span class=\"ps2483\">(46,433)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Contributions to defined contribution plans<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.34pt\"></span></span><span class=\"ps2484\">(15,060)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.39pt\"></span></span><span class=\"ps2485\">(13,132)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other employee-related costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.79pt\"></span></span><span class=\"ps2486\">(8,234)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.21pt\"></span></span><span class=\"ps2487\">(9,140)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:19.73pt\"></span></span><span class=\"ps2488\">(303,710)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:20.99pt\"></span></span><span class=\"ps2489\">(291,677)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2491 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The increase in staff costs compared to the previous year is primarily due to the general </span></div><div class=\"ps2492 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">increase in business activity.</span></div><div class=\"ps2493 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Defined contribution plans primarily consist of contributions made under statutory </span></div><div class=\"ps2494 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">schemes by employers to state-based defined contribution plans.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfExpensesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-271": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">6.6 Expenses by nature</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">In the income statement, expenditures are classified by function. Expenses include </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">depreciation charges allocated to the following items:</span></div><div class=\"ps2467 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in cost of sales<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.44pt\"></span></span><span class=\"ps2456\">(107,249)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.27pt\"></span></span><span class=\"ps2457\">(91,462)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in research and development expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.69pt\"></span></span><span class=\"ps2458\">(1,780)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.25pt\"></span></span><span class=\"ps2368\">(1,172)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in selling expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.16pt\"></span></span><span class=\"ps2430\">(117)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.93pt\"></span></span><span class=\"ps2431\">(123)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in general and administrative expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.92pt\"></span></span><span class=\"ps2459\">(2,155)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.41pt\"></span></span><span class=\"ps2460\">(2,328)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in expenses related to investment properties and <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">other expenses</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.28pt\"></span></span><span class=\"ps2461\">(2,017)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.21pt\"></span></span><span class=\"ps2462\">(1,918)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1494 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2464 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.85pt\"></span></span><span class=\"ps2463\">(113,318)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2466 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.36pt\"></span></span><span class=\"ps2465\">(97,003)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2468 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Depreciation increased due to capitalization of tools for capacity increases. </span></div><div class=\"ps2469 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Expenses include charges for amortization of intangible assets allocated to the following </span></div><div class=\"ps2470 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">items:</span></div><div class=\"ps2478 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in cost of sales<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.8pt\"></span></span><span class=\"ps2471\">(723)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.32pt\"></span></span><span class=\"ps2472\">(857)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in research and development expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.72pt\"></span></span><span class=\"ps2473\">(260)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.84pt\"></span></span><span class=\"ps2401\">(546)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Included in general and administrative expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.49pt\"></span></span><span class=\"ps2474\">(664)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.48pt\"></span></span><span class=\"ps2475\">(1,038)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2299 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2301 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.07pt\"></span></span><span class=\"ps2476\">(1,647)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2303 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.99pt\"></span></span><span class=\"ps2477\">(2,441)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2479 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Employee-related expenses allocated according to function in the income statement </span></div><div class=\"ps1190 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">consist of the following:</span></div><div class=\"ps2490 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Wages and salaries<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.97pt\"></span></span><span class=\"ps2480\">(229,819)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.99pt\"></span></span><span class=\"ps2481\">(222,972)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Social security costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.95pt\"></span></span><span class=\"ps2482\">(50,597)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.55pt\"></span></span><span class=\"ps2483\">(46,433)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Contributions to defined contribution plans<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.34pt\"></span></span><span class=\"ps2484\">(15,060)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.39pt\"></span></span><span class=\"ps2485\">(13,132)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other employee-related costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.79pt\"></span></span><span class=\"ps2486\">(8,234)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.21pt\"></span></span><span class=\"ps2487\">(9,140)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:19.73pt\"></span></span><span class=\"ps2488\">(303,710)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:20.99pt\"></span></span><span class=\"ps2489\">(291,677)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2491 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The increase in staff costs compared to the previous year is primarily due to the general </span></div><div class=\"ps2492 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">increase in business activity.</span></div><div class=\"ps2493 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Defined contribution plans primarily consist of contributions made under statutory </span></div><div class=\"ps2494 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">schemes by employers to state-based defined contribution plans.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfExpensesByNatureExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-273": {
   "value": "<div class=\"ps971 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.9 Other income</span></div><div class=\"ps972 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Other income comprises the following:</span></div><div class=\"ps2535 ss0\"><div class=\"ss71 ws0 ps2514\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Gains on disposals of property, plant, and equipment<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.3pt\"></span></span><span class=\"ps2519\">1,534<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.75pt\"></span></span><span class=\"ps2520\">3,985<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Income from other admin services/cost sharing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.19pt\"></span></span><span class=\"ps2521\">543<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.87pt\"></span></span><span class=\"ps2412\">839<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Income from sales of materials<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.4pt\"></span></span><span class=\"ps2522\">342<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.64pt\"></span></span><span class=\"ps2523\">287<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Income from recharges<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.46pt\"></span></span><span class=\"ps2524\">84<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.93pt\"></span></span><span class=\"ps2525\">3,462<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2526 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Settlement of a dispute</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2528 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2530 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.62pt\"></span></span><span class=\"ps2529\">950<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2400 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2402 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.18pt\"></span></span><span class=\"ps2531\">1,075<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.94pt\"></span></span><span class=\"ps2532\">1,513<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2404 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2406 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.81pt\"></span></span><span class=\"ps2533\">3,578<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2408 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.35pt\"></span></span><span class=\"ps2534\">11,036<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The income from recharges in the previous year primarily results from charges for </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">software maintenance costs to Melexis, a former related party, included in the disclosures </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">presented in note\u00a012.</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Gains on disposal of property, plant, and equipment in 2025 and 2024 primarily related to </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">sales of technical machinery and equipment previously used by X\u2011FAB France for </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">technologies in operation in its predecessor business prior to it being acquired by the </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">X\u2011FAB Group.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherOperatingIncomeExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-274": {
   "value": "<div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">6.10 Other expenses</span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Other expenses comprise the following:</span></div><div class=\"ps2558 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Renegotiation of a long-term agreement<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.86pt\"></span></span><span class=\"ps2536\">(6,002)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Non-deductible other taxes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.32pt\"></span></span><span class=\"ps2537\">(110)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.93pt\"></span></span><span class=\"ps2431\">(213)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Expenses from recharges<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2541 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.35pt\"></span></span><span class=\"ps2540\">(84)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2543 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.82pt\"></span></span><span class=\"ps2542\">(3,462)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1872 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Loss on disposal of subsidiary<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2544 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2546 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.12pt\"></span></span><span class=\"ps2545\">(1,030)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1876 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Losses on disposal of property, plant, and equipment<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2548 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.99pt\"></span></span><span class=\"ps2547\">(18)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2550 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.57pt\"></span></span><span class=\"ps2549\">(3)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1881 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2552 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.9pt\"></span></span><span class=\"ps2551\">(599)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2554 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.11pt\"></span></span><span class=\"ps2553\">(296)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1888 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2555 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.27pt\"></span></span><span class=\"ps2362\">(6,813)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2557 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.96pt\"></span></span><span class=\"ps2556\">(5,004)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2559 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">During the year, the Group reached a settlement agreement with one of its wafer suppliers </span></div><div class=\"ps2560 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">in relation to a long\u2011term supply contract for SiC raw wafers. Following negotiations, the </span></div><div class=\"ps2561 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Group and the supplier agreed to a full and final settlement. The settlement resulted in a </span></div><div class=\"ps2562 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">net lump\u2011sum payment by the Group of USD\u202f6,002\u202fthousand, which was made during the </span></div><div class=\"ps1248 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reporting period. The settlement extinguishes all historical rights and obligations of both </span></div><div class=\"ps1249 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">parties in respect of the contractual matters. In connection with the settlement, the Group </span></div><div class=\"ps1250 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and the supplier reaffirmed their commercial relationship and agreed to continue their </span></div><div class=\"ps1251 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">cooperation under revised operational arrangements going forward.</span></div><div class=\"ps2563 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The expenses from recharges in the prior year primarily relate to costs in connection with </span></div><div class=\"ps1253 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recharges for software maintenance provided to formerly related parties. </span></div><div class=\"ps2564 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The loss on disposal of subsidiary in the financial year 2024 arose as a result of the closure </span></div><div class=\"ps2565 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and liquidation of the Group\u2019s Russian subsidiary.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherOperatingExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-276": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.11 Finance income</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Finance income comprises the following:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on financial assets measured at amortized cost:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on cash and cash equivalents<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.36pt\"></span></span><span class=\"ps2568\">4,445<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.73pt\"></span></span><span class=\"ps2569\">11,137<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Change in fair value of financial assets and liabilities at fair value <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">through profit or loss:</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2570 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Change in fair value of derivative financial instruments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2572 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.62pt\"></span></span><span class=\"ps2571\">1,309<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2573 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2574 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2575 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Income from exchange rate differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2576 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.39pt\"></span></span><span class=\"ps1393\">28,992<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2577 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.77pt\"></span></span><span class=\"ps1412\">24,869<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2578 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2580 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.85pt\"></span></span><span class=\"ps2579\">34,746<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2582 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.37pt\"></span></span><span class=\"ps2581\">36,006<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2583 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">Income from exchange rate differences result from the effects of changes in currency rates </span></div><div class=\"ps2584 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">on cash balances denominated in Malaysian ringgit and in euros. The net income (income </span></div><div class=\"ps2585 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">less expense disclosed in note 6.12) from exchange rate differences decreased to </span></div><div class=\"ps2586 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">USD\u00a0-20,894 thousand (2024: income of USD\u00a03,337 thousand) due to unrealized exchange </span></div><div class=\"ps2588 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">rate differences on EUR denominated loans caused by an increased EUR/USD rate</span><span class=\"f charStyle-f49522f3 ps2587\">.</span></div><div class=\"ps2589 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The change in value of derivative financial instruments arose on a foreign exchange </span></div><div class=\"ps2590 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">forwards entered into during the year to offset the changes in value of loans and </span></div><div class=\"ps2591 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">borrowings not denominated in the reporting currency. All derivative financial instruments </span></div><div class=\"ps2592 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">used during the financial year matured before or on the balance sheet date. Hedge </span></div><div class=\"ps2593 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accounting was not applied.</span></div><div class=\"ps2595 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.12 Finance costs</span></div><div class=\"ps2596 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Finance costs comprise the following:</span></div><div class=\"ps1995 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on financial liabilities measured at amortized cost:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.68pt\"></span></span><span class=\"ps2597\">(19,984)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.38pt\"></span></span><span class=\"ps2598\">(16,117)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other interest<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.04pt\"></span></span><span class=\"ps2599\">(814)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.19pt\"></span></span><span class=\"ps2600\">(545)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #3b5870;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Expenses from exchange rate differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #3b5870;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.07pt\"></span></span><span class=\"ps2601\">(49,886)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #3b5870;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.48pt\"></span></span><span class=\"ps2602\">(21,532)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #3b5870;padding:0\"><div class=\"ps2309 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #3b5870;padding:0\"><div class=\"ps2311 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #3b5870;padding:0\"><div class=\"ps2313 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.44pt\"></span></span><span class=\"ps2603\">(66)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2434 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2436 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.32pt\"></span></span><span class=\"ps2604\">(70,684)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2438 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23pt\"></span></span><span class=\"ps2605\">(38,260)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Exchange rate expenses are primarily due to currency exchange rate losses on translation <span class=\"f ps9\"> </span></span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">effects of euro-denominated loans.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinanceIncomeExpenseExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-275": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.11 Finance income</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Finance income comprises the following:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on financial assets measured at amortized cost:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on cash and cash equivalents<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.36pt\"></span></span><span class=\"ps2568\">4,445<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.73pt\"></span></span><span class=\"ps2569\">11,137<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Change in fair value of financial assets and liabilities at fair value <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">through profit or loss:</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2570 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Change in fair value of derivative financial instruments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2572 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.62pt\"></span></span><span class=\"ps2571\">1,309<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2573 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2574 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2575 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Income from exchange rate differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2576 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.39pt\"></span></span><span class=\"ps1393\">28,992<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2577 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.77pt\"></span></span><span class=\"ps1412\">24,869<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2578 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2580 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.85pt\"></span></span><span class=\"ps2579\">34,746<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2582 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.37pt\"></span></span><span class=\"ps2581\">36,006<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2583 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">Income from exchange rate differences result from the effects of changes in currency rates </span></div><div class=\"ps2584 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">on cash balances denominated in Malaysian ringgit and in euros. The net income (income </span></div><div class=\"ps2585 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">less expense disclosed in note 6.12) from exchange rate differences decreased to </span></div><div class=\"ps2586 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">USD\u00a0-20,894 thousand (2024: income of USD\u00a03,337 thousand) due to unrealized exchange </span></div><span class=\"f charStyle-f49522f3 ps5\">rate differences on EUR denominated loans caused by an increased EUR/USD rate</span>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinanceIncomeExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-277": {
   "value": "<div class=\"ps2595 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.12 Finance costs</span></div><div class=\"ps2596 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Finance costs comprise the following:</span></div><div class=\"ps1995 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on financial liabilities measured at amortized cost:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest on loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.68pt\"></span></span><span class=\"ps2597\">(19,984)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.38pt\"></span></span><span class=\"ps2598\">(16,117)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other interest<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.04pt\"></span></span><span class=\"ps2599\">(814)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.19pt\"></span></span><span class=\"ps2600\">(545)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #3b5870;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Expenses from exchange rate differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #3b5870;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.07pt\"></span></span><span class=\"ps2601\">(49,886)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #3b5870;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.48pt\"></span></span><span class=\"ps2602\">(21,532)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #3b5870;padding:0\"><div class=\"ps2309 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #3b5870;padding:0\"><div class=\"ps2311 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #3b5870;padding:0\"><div class=\"ps2313 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.44pt\"></span></span><span class=\"ps2603\">(66)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2434 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2436 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.32pt\"></span></span><span class=\"ps2604\">(70,684)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2438 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23pt\"></span></span><span class=\"ps2605\">(38,260)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Exchange rate expenses are primarily due to currency exchange rate losses on translation <span class=\"f ps9\"> </span></span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">effects of euro-denominated loans.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinanceCostExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-278": {
   "value": "<div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">6.13 Income tax</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Income taxes primarily comprise Belgian corporation tax, German corporation and trade <span class=\"f ps9\"> </span></span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">taxes (plus solidarity surcharge), French corporation tax, and Malaysian corporation tax. </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">United States federal income taxes have not been incurred during the reporting period as </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">no taxable income was generated in that country or sufficient tax losses were available to </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">offset taxable income.</span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Belgium</span><span class=\"f charStyle-689528e1 ps2606\">, the jurisdiction where the \u201cultimate parent entity\u201d (i.e. </span><span class=\"f charStyle-689528e1 ps2607\">X\u2011FAB Silicon Foundries </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">SE</span><span class=\"f charStyle-689528e1 ps2608\">) of the X-FAB Group is located, formally adopted the Pillar Two (\u201cGlobal Minimum </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Tax\u201d) legislation in December 2023, effective from 2024 onwards (i.e. for financial years </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">starting on or after December 31, 2023). In accordance with the scoping rules of the Pillar </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Two legislation the entities of the X-FAB Group shall only be within the scope of the </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Global Minimum Tax rules as from January\u00a01, 2026.</span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">In 2026, X-FAB expects to be eligible for the so-called Pillar Two \u201cSafe Harbors\u201d for all </span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">countries where the X-FAB group is active, except for Malaysia. In the jurisdictions where </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the \u201cSafe Harbor\u201d applies, the Pillar Two top-up tax liability is deemed to be zero. In </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Malaysia, the jurisdictional effective tax rate is primarily determined by X-FAB Sarawak. </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">X\u2011FAB Sarawak has an effective tax rate below 15%. Nevertheless, X-FAB does not expect </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">to be liable to top-up tax in (or with respect to) its Malaysia operations in 2026 due to the </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">impact of specific adjustments envisaged in the Pillar Two legislation which give rise to </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">different Global Anti-Base Erosion (GloBE) effective tax rates compared to those </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">calculated in accordance with paragraph 86 of IAS\u00a012.</span></div><div class=\"ps1160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The</span><span class=\"f charStyle-689528e1 ps2609\"> Group has applied the exception to recognizing and disclosing information about </span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">deferred tax assets and liabilities related to Pillar Two income taxes, in accordance with the </span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amendments to IAS 12 issued in May 2023.</span></div><div class=\"ps742 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Income taxes comprised the following:</span></div><div class=\"ps2618 ss0\"><div class=\"ss71 ws0 ps2377\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Current taxes:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Actual income tax charge for the period<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.02pt\"></span></span><span class=\"ps2610\">(6,553)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.17pt\"></span></span><span class=\"ps2611\">(5,574)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Adjustment of prior years\u2019 tax charges<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.62pt\"></span></span><span class=\"ps2571\">1,063<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.18pt\"></span></span><span class=\"ps2612\">914<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2301 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.36pt\"></span></span><span class=\"ps2613\">(5,490)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2303 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.1pt\"></span></span><span class=\"ps2614\">(4,660)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Deferred taxes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.05pt\"></span></span><span class=\"ps2615\">(4,870)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.35pt\"></span></span><span class=\"ps2616\">(17,104)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2400 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2402 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.37pt\"></span></span><span class=\"ps2617\">(10,360)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.49pt\"></span></span><span class=\"ps2443\">(21,764)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2619\">The Belgian tax rate applicable for the Group\u2019s result was 25.00% in 2025 and 2024. </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2619\">The deferred tax assets and liabilities of the foreign subsidiaries are valued based on local </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2619\">tax rates. The Group\u2019s various German operations incur federal income taxes and local </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2619\">trade taxes which result in overall applicable tax rates of between 31.58% and 32.28%. </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2619\">The federal income tax rate applicable to the Group\u2019s earnings in the United States is </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2619\">21.00%, the tax rate applicable on earnings in Malaysia amounts to 24.00%, and the tax </span></div><div class=\"ps778 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps2619\">rate applicable to X-FAB France is 25.00%.</span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The reconciliation of the theoretical tax charge based on the IFRS net income before tax </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">is as follows for the years 2025 and 2024 :<span class=\"f ps9\"> </span></span></div><div class=\"ps2653 ss0\"><div class=\"ss71 ws0 ps2514\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Result before taxes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.05pt\"></span></span><span class=\"ps2620\">40,488<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.71pt\"></span></span><span class=\"ps2621\">83,289<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Theoretical tax at combined applicable Belgian tax rate <span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.08pt\"></span></span><span class=\"ps2622\">(10,122)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.45pt\"></span></span><span class=\"ps2623\">(20,822)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Recognition of previously unrecognized deferred tax on timing <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">differences and tax losses</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2541 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.52pt\"></span></span><span class=\"ps2624\">17,190<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2543 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.63pt\"></span></span><span class=\"ps2625\">12,080<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2570 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Current year losses for which no deferred tax asset is </span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">recognized<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2572 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.87pt\"></span></span><span class=\"ps2626\">(22,692)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2573 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.17pt\"></span></span><span class=\"ps2627\">(13,161)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2628 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Adjustment of prior period tax liabilities recorded in the current <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">period</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2629 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.62pt\"></span></span><span class=\"ps2571\">1,063<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2630 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.18pt\"></span></span><span class=\"ps2612\">914<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1418 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Effect of tax-free income<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2365 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.68pt\"></span></span><span class=\"ps2631\">4,046<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2367 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.58pt\"></span></span><span class=\"ps2632\">4,383<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1427 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Currency effects<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2369 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.29pt\"></span></span><span class=\"ps2633\">1,048<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2371 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.23pt\"></span></span><span class=\"ps2634\">(3,948)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2372 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Effect of permanent differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2374 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.4pt\"></span></span><span class=\"ps2522\">342<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2376 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.37pt\"></span></span><span class=\"ps2635\">(193)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2636 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Effect of non-deductible expenditures<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2638 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.84pt\"></span></span><span class=\"ps2637\">394<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2640 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.37pt\"></span></span><span class=\"ps2639\">13<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2641 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Effect of different tax rates applying to foreign operations<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2643 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.5pt\"></span></span><span class=\"ps2642\">(1,477)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2645 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.83pt\"></span></span><span class=\"ps2644\">(1,062)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2646 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Differences which are only valid for special taxes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2647 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.04pt\"></span></span><span class=\"ps2426\">(152)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2649 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.35pt\"></span></span><span class=\"ps2648\">32<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2650 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Income/(expense) for income taxes recognized in the <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">consolidated statement of profit or loss</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2651 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.37pt\"></span></span><span class=\"ps2617\">(10,360)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2652 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.49pt\"></span></span><span class=\"ps2443\">(21,764)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2654 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Previously unrecognized deferred tax on timing differences and tax losses results in </span></div><div class=\"ps2655 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">deferred tax income as the Group recognizes deferred tax on timing differences and tax </span></div><div class=\"ps2656 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">losses which are expected to be realized in the near future. As described below, the </span></div><div class=\"ps2657 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">amount recognized in the statement of financial position is based on the Group\u2019s current </span></div><div class=\"ps2658 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">business planning. The amount reported includes deferred tax assets of USD\u00a050,389 </span></div><div class=\"ps2659 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">thousand recognized in the Group\u2019s Malaysian subsidiary at December 31, 2025 </span></div><div class=\"ps2660 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(December 31, 2024: USD 51,015 thousand), USD\u00a00 thousand (December\u00a031, 2024: USD\u00a00 </span></div><div class=\"ps2661 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">thousand) recognized in the US subsidiary, and USD\u00a011,313 thousand (December 31, 2024: </span></div><div class=\"ps2662 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">USD\u00a015,946 thousand) recognized in the Group\u2019s German entities. The income statement </span></div><div class=\"ps2664 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">includes r</span><span class=\"f charStyle-689528e1 ps2663\">ecognition of previously unrecognized deferred tax on timing differences and </span></div><div class=\"ps2666 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">tax losses</span><span class=\"f charStyle-689528e1 ps2665\"> carried forward of USD\u00a017,190 thousand (previous year: USD 12,081 thousand) </span></div><div class=\"ps2667 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">based on the carrying value at the reporting date, less the amount recognized in the </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">previous year, after the amount recognized in the previous year had been reduced by the </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">assets utilized in the current year.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Current year losses for which no deferred tax asset is recognized primarily arose in the </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">current and previous years at the Group\u2019s subsidiary in </span><span class=\"f charStyle-689528e1 ps2668\">France and Texas.</span></div><div class=\"ps2240 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Effects </span><span class=\"f charStyle-689528e1 ps2669\">from tax-free income primarily relate to various tax-exempted items of X-FAB </span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Sarawak, for example interest income, exchange rate gains, and gains from fixed asset </span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">sales. </span></div><div class=\"ps2182 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Currency effects primarily relate to the effect of changes in exchange rates on tax </span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">carrying amounts denominated in euros in 2025 and 2024.</span></div><div class=\"ps723 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps874\">The deferred tax assets and liabilities arise from temporary differences and unused tax </span></div><div class=\"ps724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-6d3e8888 ps874\">losses as follows:</span></div><div class=\"ps2693 ss0\"><div class=\"ss71 ws0 ps2377\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Deferred tax assets \u2013 unrecognized amounts</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">On unused tax losses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.94pt\"></span></span><span class=\"ps2670\">287,406<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.57pt\"></span></span><span class=\"ps2671\">226,375<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">On temporary differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Property, plant, and equipment/capital allowances<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.38pt\"></span></span><span class=\"ps2672\">143,863<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.01pt\"></span></span><span class=\"ps2673\">254,201<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other temporary differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.37pt\"></span></span><span class=\"ps2435\">10,528<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.41pt\"></span></span><span class=\"ps1963\">9,009<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2400 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Total unrecognized deferred tax assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2402 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.18pt\"></span></span><span class=\"ps2674\">441,797<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.19pt\"></span></span><span class=\"ps2675\">489,585<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2434 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Deferred tax assets \u2013 recognized amounts<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1576 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">On unused tax losses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2676 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.23pt\"></span></span><span class=\"ps2047\">12,403<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2678 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.08pt\"></span></span><span class=\"ps2677\">24,515<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2679 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">On temporary differences:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2680 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">On property, plant, and equipment/capital allowances<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2682 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.75pt\"></span></span><span class=\"ps2681\">49,707<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2684 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.6pt\"></span></span><span class=\"ps2683\">44,789<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2685 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">On other temporary differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2686 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.46pt\"></span></span><span class=\"ps1407\">(256)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2687 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.44pt\"></span></span><span class=\"ps1745\">(2,579)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2688 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total recognized deferred tax assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2690 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.28pt\"></span></span><span class=\"ps2689\">61,854<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2692 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.05pt\"></span></span><span class=\"ps2691\">66,725<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2694 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">X-FAB SE Group recognizes deferred tax assets resulting from temporary differences and </span></div><div class=\"ps2695 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">from unused tax losses which exceed the deferred tax liabilities only to the extent that, on the </span></div><div class=\"ps2696 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">basis of the Group\u2019s business planning, the realization of these assets is assessed as probable. </span></div><div class=\"ps2697 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">This assessment involves a review by management of profits and losses expected in the </span></div><div class=\"ps2698 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">business plan and limiting recognition of the future tax benefits to take account of potential </span></div><div class=\"ps2699 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">variances against the business plan. Accordingly, recognized and unrecognized deferred tax </span></div><div class=\"ps2700 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">assets are subject to estimation uncertainty, and there is a significant risk that the carrying </span></div><div class=\"ps2701 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">amounts will require adjustment in subsequent periods. The estimates are, in particular, subject </span></div><div class=\"ps2702 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">to the estimation uncertainties inherent in business planning which affect the likely utilization of </span></div><div class=\"ps2703 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">unused tax losses and subject to potential changes in exchange rates which affect the size of </span></div><div class=\"ps2704 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-2da35847 ps874\">timing differences.</span></div></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Unrecognized temporary differences on property, plant, and equipment and other timing </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">differences which can be used to offset future taxable income mainly relate to an </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">investment tax allowance of the Group's Malaysian subsidiary. The investment tax </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">allowance amounts to USD\u00a0795,979 thousand at December 31, 2025 (December 31, 2024: </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">USD\u00a0831,478 thousand).</span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">More specifically, for the assessment of future available taxable profit a risk-adjusted profits </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">approach was applied to the forecasts included in the Group\u2019s business planning. This </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">method was applied to reflect the risk that actual taxable profits will fall short of the </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">expectations. The Board has determined that adjusting the expected future taxable profits </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">for this component by using a risk factor is appropriate considering the inherent risk in the </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">semiconductor market and the specific exchange rate volatility risks which affect the </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">assessment. In addition, the Board has determined that taxable income as from 2029 does </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">not meet the \u201cprobable\u201d threshold as required under IFRS standards and is not taken into </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">account for the determination of the amount of deferred tax assets to be recognized.</span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">In particular, tax legislation in the jurisdictions in which the Group operates provides for the </span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">full or partial cancellation of unused tax losses on the occurrence of significant changes in </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the direct or indirect equity ownership of the taxable entity. Accordingly, there is a risk that </span></div><div class=\"ps789 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognized and unrecognized deferred tax assets may not be realized should such </span></div><div class=\"ps790 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">transactions occur in the future.</span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">X-FAB SE and its subsidiaries have unused corporation tax losses as follows:</span></div><div class=\"ps2718 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Belgian tax loss carry forward<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.78pt\"></span></span><span class=\"ps2706\">5,760<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">German corporation tax loss carry forward<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.58pt\"></span></span><span class=\"ps2708\">106,567<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.09pt\"></span></span><span class=\"ps2709\">105,650<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2343 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">German trade tax loss carry forward<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2345 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.4pt\"></span></span><span class=\"ps2710\">168,552<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2347 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.9pt\"></span></span><span class=\"ps2711\">144,484<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2348 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">U.S. federal tax loss carry forward<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2350 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.15pt\"></span></span><span class=\"ps2712\">183,578<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2352 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.06pt\"></span></span><span class=\"ps2713\">155,610<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1493 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">U.S. state tax loss carry forward<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2354 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.65pt\"></span></span><span class=\"ps2714\">54,258<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2356 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.07pt\"></span></span><span class=\"ps1405\">26,087<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1404 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Malaysian tax loss carry forward<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2358 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.69pt\"></span></span><span class=\"ps2715\">370,362<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2360 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.26pt\"></span></span><span class=\"ps2716\">336,061<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1411 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">French tax loss carry forward<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2361 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.37pt\"></span></span><span class=\"ps2717\">515,882<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2363 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.85pt\"></span></span><span class=\"ps2579\">392,414<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2719 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group\u2019s French and German tax losses can be carried forward indefinitely, whereby in </span></div><div class=\"ps2720 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">France and Germany there are restrictions on the amounts that can be utilized in any </span></div><div class=\"ps2721 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">specific year. U.S. federal tax losses for years prior to 2017 expire, if unused, after a period </span></div><div class=\"ps2722 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of 20 years. U.S. federal tax losses of USD 0.4 million expired in 2025 (2024: USD 0 </span></div><div class=\"ps2723 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">million). The Group estimates that further U.S. federal tax losses of USD 0 million will </span></div><div class=\"ps2724 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">expire in the year 2026 unless utilized. Unabsorbed Malaysian business losses expire after </span></div><div class=\"ps2725 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">a period of seven years. The unused tax losses changed as a result of tax losses in the year, </span></div><div class=\"ps2726 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">tax losses offset in the year, and, in addition, changes in currency exchange rates. </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Insignificant changes resulted from changes in estimates between the dates of </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">preparation of the previous year\u2019s consolidated financial statements and the finalization of </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the tax returns and tax assessments of individual entities.</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Significant deferred tax balances arise in respect of tax losses carried forward and on </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">timing differences on property, plant, and equipment. A summary of the movements is </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">presented in the table below. Deferred tax balances on other balance sheet positions are </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">presented on a combined basis for this purpose. </span></div><div class=\"ps2821 ss0\"><div class=\"ss31 ws0 ps326\"><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:96.75pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss75\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">dollars</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2729 ss77\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad ps2727\">Tax losses <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss76\"><span class=\"f charStyle-7d5d96ad ps2728\">carried forward</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2732 ss77\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-d58c8238 ps2730\"><span style=\"background-color:inherit\">Property, plant, </span></span></div><div class=\"ps907 ss76\"><span class=\"f charStyle-d58c8238 ps2731\"><span style=\"background-color:inherit\">and equipment</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2736 ss77\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad ps2733\">Other <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss76\"><span class=\"f charStyle-7d5d96ad ps2734\">temporary </span></div><div class=\"ps908 ss76\"><span class=\"f charStyle-7d5d96ad ps2735\">differences<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2738 ss77\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad ps2737\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2739 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at January 1, <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">2024</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2741 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.4pt\"></span></span><span class=\"ps2740\">34,976<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2743 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.93pt\"></span></span><span class=\"ps2742\">51,505<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2745 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.43pt\"></span></span><span class=\"ps2744\">(2,709)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2746 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.5pt\"></span></span><span class=\"ps2642\">83,772<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1872 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-301c4e7c ps17\">Recognized in profit and <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-301c4e7c ps17\">loss</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2748 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.15pt\"></span></span><span class=\"ps2747\">(10,461)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2750 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.36pt\"></span></span><span class=\"ps2749\">(6,716)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2752 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.49pt\"></span></span><span class=\"ps2751\">73<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2754 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.28pt\"></span></span><span class=\"ps2753\">15,795<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2574 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-301c4e7c ps17\">Recognized in other <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-301c4e7c ps17\">comprehensive income</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2756 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2757 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2758 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2759 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2760 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-301c4e7c ps17\">Acquired in business <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-301c4e7c ps17\">combinations</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2761 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2762 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2764 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.6pt\"></span></span><span class=\"ps2763\">57<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1427 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at December <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">31, 2024</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2766 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.27pt\"></span></span><span class=\"ps2765\">24,515<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2768 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.96pt\"></span></span><span class=\"ps2767\">44,789<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2770 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.09pt\"></span></span><span class=\"ps2769\">(2,579)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2771 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.3pt\"></span></span><span class=\"ps1981\">66,725<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps85 ss80\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-301c4e7c ps17\">Set off of tax<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2772 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2774 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.38pt\"></span></span><span class=\"ps2773\">1,322<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2776 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.27pt\"></span></span><span class=\"ps2775\">(1,322)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2777 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1440 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-4f1be8d6 ps17\">Net balance at <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-4f1be8d6 ps17\">December 31, 2024</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2778 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.27pt\"></span></span><span class=\"ps2765\">24,515<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2780 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.83pt\"></span></span><span class=\"ps2779\">46,111<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2782 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.1pt\"></span></span><span class=\"ps2781\">(3,901)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2783 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.3pt\"></span></span><span class=\"ps1981\">66,725<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1849 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at January 1, <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">2025</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2784 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.27pt\"></span></span><span class=\"ps2765\">24,515<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2785 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.96pt\"></span></span><span class=\"ps2767\">44,789<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2786 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.09pt\"></span></span><span class=\"ps2769\">(2,579)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2787 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.3pt\"></span></span><span class=\"ps1981\">66,725<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2788 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-301c4e7c ps17\">Recognized in profit and <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-301c4e7c ps17\">loss</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2790 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.3pt\"></span></span><span class=\"ps2789\">(12,112)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2792 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.93pt\"></span></span><span class=\"ps2791\">4,918<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2793 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.04pt\"></span></span><span class=\"ps2426\">2,323<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2795 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.27pt\"></span></span><span class=\"ps2794\">(4,871)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2796 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-301c4e7c ps17\">Recognized in other <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-301c4e7c ps17\">comprehensive income</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2797 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2798 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2799 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2800 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2801 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at December <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-7d5d96ad ps17\">31, 2025</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2802 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.51pt\"></span></span><span class=\"ps1858\">12,403<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2803 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.12pt\"></span></span><span class=\"ps2545\">49,707<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2805 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.81pt\"></span></span><span class=\"ps2804\">(256)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2807 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.53pt\"></span></span><span class=\"ps2806\">61,854<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2808 ss80\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-301c4e7c ps17\">Set off of tax<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2809 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2811 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.91pt\"></span></span><span class=\"ps2810\">187<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2813 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.8pt\"></span></span><span class=\"ps2812\">(187)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2814 ss81\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps542 ss78\"><div><div class=\"ps906 ss74\"><span class=\"f charStyle-4f1be8d6 ps17\">Net balance at <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss74\"><span class=\"f charStyle-4f1be8d6 ps17\">December 31, 2025</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2815 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.51pt\"></span></span><span class=\"ps1858\">12,403<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2817 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.68pt\"></span></span><span class=\"ps2816\">49,894<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2819 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.61pt\"></span></span><span class=\"ps2818\">(443)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2820 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.53pt\"></span></span><span class=\"ps2806\">61,854<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2822 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Changes in recognized deferred tax assets resulted in a deferred tax expense of </span></div><div class=\"ps2823 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">USD\u00a04,870 thousand (2024: income of USD 17,046 thousand). The decrease in previously </span></div><div class=\"ps2824 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">unrecognized deferred tax assets on property, plant, and equipment and other timing </span></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">differences recognized in 2025 compared to 2024 is due to a lower than previously </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">anticipated level of taxable income generated from current and future planned operating </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">results at the Group\u2019s subsidiaries. This has generated an increase in deferred tax assets in </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">timing differences available for offsetting against taxable income in future periods.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No income tax expenses or income have been recognized on items recorded within other </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">comprehensive income (previous year: none).</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIncomeTaxExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-279": {
   "value": "<div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">6.14 Earnings per share</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The earnings per share is calculated by dividing the profit for the period attributable to the </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">ordinary shareholders (as reported in the statement of profit or loss and other </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">comprehensive income) by the weighted average number of shares in issue during the </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">period.</span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The weighted average number of ordinary shares is identical to the number of ordinary </span></div><div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">shares outstanding during the years ended December 31, 2025, and December 31, 2024.</span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No instruments with a potential diluting effect on shareholders\u2019 equity have been in issue </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">during the years ended December 31, 2025, and December 31, 2024. Accordingly, there is </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">no potential dilution of the profit attributable to equity shareholders and no difference </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">between basic and diluted earnings per share.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEarningsPerShareExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-280": {
   "value": "<div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7.1 Property, plant, equipment, and investment properties</span></div><div class=\"ps3097 ss0\"><div class=\"ss51 ws0 ps186\"><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:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss83\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2826 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps2825\">Land<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2828 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps2827\">Buildings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2831 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-e82c6eea ps2829\">Technical machinery </span></div><div class=\"ps907 ss63\"><span class=\"f charStyle-e82c6eea ps2830\">and equipment</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2834 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-d58c8238 ps2832\"><span style=\"background-color:inherit\">Factory and office </span></span></div><div class=\"ps907 ss63\"><span class=\"f charStyle-d58c8238 ps2833\"><span style=\"background-color:inherit\">equipment</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2837 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-d58c8238 ps2835\"><span style=\"background-color:inherit\">Assets under </span></span></div><div class=\"ps907 ss63\"><span class=\"f charStyle-d58c8238 ps2836\"><span style=\"background-color:inherit\">construction</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2839 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps2838\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1385 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Net book value January\u00a01, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2841 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.15pt\"></span></span><span class=\"ps2840\">14,078<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2843 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.53pt\"></span></span><span class=\"ps2842\">49,581<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2845 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.75pt\"></span></span><span class=\"ps2844\">440,158<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2847 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.77pt\"></span></span><span class=\"ps2846\">7,105<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2849 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.5pt\"></span></span><span class=\"ps2848\">633,696<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2851 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.47pt\"></span></span><span class=\"ps2850\">1,144,618<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1392 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost January\u00a01, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2853 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.01pt\"></span></span><span class=\"ps2852\">14,360<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2855 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.06pt\"></span></span><span class=\"ps2854\">134,731<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2856 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.51pt\"></span></span><span class=\"ps1457\">1,503,433<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2858 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.2pt\"></span></span><span class=\"ps2857\">38,930<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2859 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.5pt\"></span></span><span class=\"ps2848\">633,696<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2861 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.75pt\"></span></span><span class=\"ps2860\">2,325,150<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2862 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2864 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2866 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:55.74pt\"></span></span><span class=\"ps2865\">(694)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2868 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.33pt\"></span></span><span class=\"ps2867\">19,035<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2870 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:59.78pt\"></span></span><span class=\"ps2869\">787<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2872 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.17pt\"></span></span><span class=\"ps2871\">169,615<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2874 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.81pt\"></span></span><span class=\"ps2873\">188,743<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2570 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2875 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2877 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:62.88pt\"></span></span><span class=\"ps2876\">(10)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2879 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.78pt\"></span></span><span class=\"ps2878\">(10,253)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2881 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:56.11pt\"></span></span><span class=\"ps2880\">(505)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2882 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2884 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.05pt\"></span></span><span class=\"ps2883\">(10,768)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2574 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Reclassifications<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2885 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2887 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.98pt\"></span></span><span class=\"ps2886\">10,936<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2889 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.55pt\"></span></span><span class=\"ps2888\">156,056<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2891 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:54.6pt\"></span></span><span class=\"ps2890\">1,980<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2893 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.03pt\"></span></span><span class=\"ps2892\">(168,733)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2895 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:59.71pt\"></span></span><span class=\"ps2894\">239<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2896 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Effect of changes in exchange rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2897 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2898 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2899 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2900 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2902 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:60.63pt\"></span></span><span class=\"ps2901\">(46)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2903 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:60.63pt\"></span></span><span class=\"ps2901\">(46)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2904 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost December 31, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2905 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.01pt\"></span></span><span class=\"ps2852\">14,360<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2906 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.03pt\"></span></span><span class=\"ps2892\">144,963<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2907 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.56pt\"></span></span><span class=\"ps1970\">1,668,271<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2909 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.04pt\"></span></span><span class=\"ps2908\">41,192<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2911 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.96pt\"></span></span><span class=\"ps2910\">634,532<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2913 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.17pt\"></span></span><span class=\"ps2912\">2,503,318<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1577 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated depreciation January\u00a01,\u00a02025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2915 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:56.07pt\"></span></span><span class=\"ps2914\">(282)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2917 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.4pt\"></span></span><span class=\"ps2916\">(85,150)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2918 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.98pt\"></span></span><span class=\"ps2050\">(1,063,275)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2919 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.2pt\"></span></span><span class=\"ps2857\">(31,825)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2921 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2923 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.01pt\"></span></span><span class=\"ps2922\">(1,180,532)</span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2924 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2926 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:61.28pt\"></span></span><span class=\"ps2925\">(35)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2928 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.68pt\"></span></span><span class=\"ps2927\">(4,705)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2930 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.93pt\"></span></span><span class=\"ps2929\">(104,775)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2931 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.98pt\"></span></span><span class=\"ps2886\">(3,507)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2932 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2934 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.68pt\"></span></span><span class=\"ps2933\">(113,022)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2935 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2936 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2938 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:65.99pt\"></span></span><span class=\"ps2937\">10<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2940 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.23pt\"></span></span><span class=\"ps2939\">10,184<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2942 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:58.48pt\"></span></span><span class=\"ps2941\">500<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2943 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2944 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.68pt\"></span></span><span class=\"ps2927\">10,694<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2688 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Reclassifications<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2945 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2946 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2947 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:58.8pt\"></span></span><span class=\"ps1572\">(187)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2948 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2949 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2950 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:58.8pt\"></span></span><span class=\"ps1572\">(187)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps249 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated depreciation December\u00a031,\u00a02025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2952 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:57.78pt\"></span></span><span class=\"ps2951\">(317)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2954 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.97pt\"></span></span><span class=\"ps2953\">(89,845)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2956 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.77pt\"></span></span><span class=\"ps2955\">(1,158,053)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2958 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.51pt\"></span></span><span class=\"ps2957\">(34,832)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2959 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2961 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.44pt\"></span></span><span class=\"ps2960\">(1,283,047)</span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2962 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">Net book value December 31, 2025</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2964 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.71pt\"></span></span><span class=\"ps2963\">14,043<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2966 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.38pt\"></span></span><span class=\"ps2965\">55,118<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2968 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.14pt\"></span></span><span class=\"ps2967\">510,218<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2970 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.1pt\"></span></span><span class=\"ps2969\">6,360<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2971 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.96pt\"></span></span><span class=\"ps2910\">634,532<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #4f7698;padding:0\"><div class=\"ps2973 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.14pt\"></span></span><span class=\"ps2972\">1,220,271<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2974 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Net book value January\u00a01, 2024</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2976 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.11pt\"></span></span><span class=\"ps2975\">14,065<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2978 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.57pt\"></span></span><span class=\"ps2977\">48,781<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2980 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.33pt\"></span></span><span class=\"ps2979\">317,448<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2982 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:54.69pt\"></span></span><span class=\"ps2981\">7,271<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2984 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.7pt\"></span></span><span class=\"ps2983\">346,923<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2986 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.06pt\"></span></span><span class=\"ps2985\">734,488<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2987 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost January 1, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2989 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.29pt\"></span></span><span class=\"ps2988\">14,307<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2991 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.83pt\"></span></span><span class=\"ps2990\">129,605<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2992 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.69pt\"></span></span><span class=\"ps1960\">1,325,987<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2994 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.54pt\"></span></span><span class=\"ps2993\">35,934<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2995 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.7pt\"></span></span><span class=\"ps2983\">346,923<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2997 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.79pt\"></span></span><span class=\"ps2996\">1,852,756<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2998 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2999 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3001 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:61.81pt\"></span></span><span class=\"ps3000\">185<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3003 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.48pt\"></span></span><span class=\"ps3002\">86,509<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3005 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:58.76pt\"></span></span><span class=\"ps3004\">903<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3007 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.7pt\"></span></span><span class=\"ps3006\">421,065<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3009 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.15pt\"></span></span><span class=\"ps3008\">508,662<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3010 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3011 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3012 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3014 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.73pt\"></span></span><span class=\"ps3013\">(34,182)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3016 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:58.91pt\"></span></span><span class=\"ps3015\">(182)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3018 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.5pt\"></span></span><span class=\"ps3017\">(1,365)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3020 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.04pt\"></span></span><span class=\"ps3019\">(35,729)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3021 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Reclassifications<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3023 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:64.39pt\"></span></span><span class=\"ps3022\">53<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3025 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:54.9pt\"></span></span><span class=\"ps3024\">4,941<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3027 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.88pt\"></span></span><span class=\"ps3026\">124,921<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3029 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:54.15pt\"></span></span><span class=\"ps3028\">2,235<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3031 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.94pt\"></span></span><span class=\"ps3030\">(132,927)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3033 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:57.15pt\"></span></span><span class=\"ps3032\">(777)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3034 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Change in consolidation<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3035 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3036 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3038 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:61.46pt\"></span></span><span class=\"ps3037\">198<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3040 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:63.35pt\"></span></span><span class=\"ps3039\">40<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3041 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3043 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:59.68pt\"></span></span><span class=\"ps3042\">238<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3044 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost December 31, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3045 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.01pt\"></span></span><span class=\"ps2852\">14,360<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3046 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.06pt\"></span></span><span class=\"ps2854\">134,731<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3047 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.51pt\"></span></span><span class=\"ps1457\">1,503,433<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3048 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.2pt\"></span></span><span class=\"ps2857\">38,930<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3049 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.5pt\"></span></span><span class=\"ps2848\">633,696<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3050 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.75pt\"></span></span><span class=\"ps2860\">2,325,150<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3051 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated depreciation January\u00a01,\u00a02024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3053 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:55.75pt\"></span></span><span class=\"ps3052\">(242)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3055 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.81pt\"></span></span><span class=\"ps3054\">(80,824)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3057 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.82pt\"></span></span><span class=\"ps3056\">(1,008,539)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3059 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.65pt\"></span></span><span class=\"ps3058\">(28,663)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3060 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3061 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.3pt\"></span></span><span class=\"ps2789\">(1,118,268)</span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3062 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3064 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:60.24pt\"></span></span><span class=\"ps3063\">(40)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3066 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.07pt\"></span></span><span class=\"ps3065\">(4,326)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3068 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.2pt\"></span></span><span class=\"ps3067\">(88,631)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3070 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.78pt\"></span></span><span class=\"ps3069\">(3,638)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3071 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3073 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.03pt\"></span></span><span class=\"ps3072\">(96,635)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3074 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3075 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3076 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3078 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.35pt\"></span></span><span class=\"ps3077\">33,895<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3080 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:59.3pt\"></span></span><span class=\"ps3079\">476<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3081 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3083 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51pt\"></span></span><span class=\"ps3082\">34,371<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3084 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated depreciation December\u00a031, 2023<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3085 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:56.07pt\"></span></span><span class=\"ps2914\">(282)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3086 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.4pt\"></span></span><span class=\"ps2916\">(85,150)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3087 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.98pt\"></span></span><span class=\"ps2050\">(1,063,275)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3088 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.2pt\"></span></span><span class=\"ps2857\">(31,825)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3089 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3090 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.01pt\"></span></span><span class=\"ps2922\">(1,180,532)</span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1676 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">Net book value December\u00a031, 2024</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3091 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.15pt\"></span></span><span class=\"ps2840\">14,078<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3092 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.53pt\"></span></span><span class=\"ps2842\">49,581<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3093 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.75pt\"></span></span><span class=\"ps2844\">440,158<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3094 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.77pt\"></span></span><span class=\"ps2846\">7,105<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3095 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.5pt\"></span></span><span class=\"ps2848\">633,696<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3096 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.47pt\"></span></span><span class=\"ps2850\">1,144,618<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Property, plant, and equipment</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Additions in technical machinery and equipment and additions in assets under construction </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">mainly refer to capital investments in technical machinery in X-FAB France (USD\u00a027 million, </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">2024: USD 84 million), X-FAB Sarawak (USD 119 million, 2024: USD 371 million), X</span><span class=\"f charStyle-b39c0408 ps3098\"><span style=\"background-color:inherit\">\u2011</span></span><span class=\"f charStyle-689528e1 ps3099\">FAB </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Texas (USD\u00a03 million, 2024: USD 19 million), X\u2011FAB Erfurt (USD 6 million; 2024: USD 5 </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">million), X\u2011FAB Dresden (USD\u00a013 million, 2024: USD 30 million), X\u2011FAB MEMS Foundry </span></div><div class=\"ps778 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Itzehoe (USD 3 million, 2024: USD\u00a03\u00a0million), and X\u2011FAB MEMS Foundry (USD\u00a028\u00a0million, </span></div><div class=\"ps779 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">2024: USD 16 million), less government grants of USD\u00a010\u00a0million (2024: USD\u00a020\u00a0million). </span></div><div class=\"ps780 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Assets under construction primarily include investments in technical machinery. Additions </span></div><div class=\"ps781 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in property, plant, and equipment resulted in cash outflows in 2025 of USD\u00a0204,129 </span></div><div class=\"ps782 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">thousand (2024: USD\u00a0509,467 thousand). Refer to the statement of cash flows.</span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group has received investment grants related to the acquisition of qualifying assets </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">amounting to USD\u00a09,861 thousand (2024: USD\u00a020,113 thousand). These are primarily </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">grants received under the US CHIPS Act.</span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">There w</span><span class=\"f charStyle-689528e1 ps3100\">ere indications of a possible impairment of property, plant, and equipment at the </span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">cash-generating </span><span class=\"f charStyle-689528e1 ps3101\">units</span><span class=\"f charStyle-689528e1 ps3102\"> X-FAB Texas and X-FAB Fra</span><span class=\"f charStyle-689528e1 ps3103\">nce</span><span class=\"f charStyle-689528e1 ps3104\"> at December 31, 2025, in view of </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">market developments for certain products manufactured within those units. Impairment </span></div><div class=\"ps789 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">tests were performed to determine whether a write-down of the carrying amounts of </span></div><div class=\"ps790 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">non\u2011current assets of those units was required. No impairment write-downs were required </span></div><div class=\"ps791 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">following the completion of the impairment tests as the recoverable amounts based on </span></div><div class=\"ps792 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the value in use were higher than the carrying amounts of the relevant assets. In addition, </span></div><div class=\"ps793 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">there was a potential indication of impairment for the Group as a whole in view of the fact </span></div><div class=\"ps1310 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">that the Group\u2019s market capitalization fell below the carrying amount of the Group\u2019s equity </span></div><div class=\"ps1311 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in 2025. No detailed impairment tests of other cash-generating units for other cash-</span></div><div class=\"ps1312 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">generating units it was clear, on the basis of past calculations, current results, and specific </span></div><div class=\"ps2150 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">extrapolation of corporate planning, that their recoverable amounts based on the value in </span></div><div class=\"ps2151 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">use could not be below their respective carrying amounts.</span></div><div class=\"ps2158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Accumulated historical costs have been reduced by investment grants received of </span></div><div class=\"ps3105 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">USD 165,630 thousand (December 31, 2024: USD 155,772 thousand) and accumulated </span></div><div class=\"ps3106 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">depreciation has been reduced by USD\u00a0136,349 thousand (December\u00a031, 2024: </span></div><div class=\"ps3107 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">USD\u00a0130,885 thousand).</span></div><div class=\"ps804 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">At December 31, 2025, property, plant, and equipment with a book value of USD 87 million </span></div><div class=\"ps976 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(December 31, 2024: USD\u00a020 million) had been provided as collateral security to </span></div><div class=\"ps977 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">third\u2011party lenders. The carrying values of technical machinery and equipment include </span></div><div class=\"ps978 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">USD 36.2 million (December 31, 2024: USD\u00a057.1 million) which are not owned by the Group </span></div><div class=\"ps979 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">but which are held under leasing arrangements as disclosed in note 11.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfPropertyPlantAndEquipmentExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-281": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Investment properties</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Investment properties consist of properties let to third parties by X\u2011FAB GmbH, X\u2011FAB </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Dresden, X\u2011FAB Texas, and X\u2011FAB France. The lease arrangements, the majority of which </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expire at various dates until 2025 continue after expiry unless canceled by either party </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">within notice periods of between one month and six months.</span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Investment properties are accounted for at purchase cost less straight-line depreciation. </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The book and fair values of these properties at the reporting date were as follows:</span></div><div class=\"ps2821 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Net book value, beginning of period</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.86pt\"></span></span><span class=\"ps3108\">7,412<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.23pt\"></span></span><span class=\"ps3109\">7,171<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.46pt\"></span></span><span class=\"ps2524\">84<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Depreciation<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2541 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.45pt\"></span></span><span class=\"ps3110\">(405)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2543 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.7pt\"></span></span><span class=\"ps3111\">(575)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1872 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Reclassifications<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2544 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2546 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.91pt\"></span></span><span class=\"ps3112\">732<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1876 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Net book value, end of period</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2548 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.85pt\"></span></span><span class=\"ps3113\">7,007<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2550 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.86pt\"></span></span><span class=\"ps3108\">7,412<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1881 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Accumulated cost<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2552 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.66pt\"></span></span><span class=\"ps3114\">34,463<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2554 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.66pt\"></span></span><span class=\"ps3114\">34,463<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1888 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Accumulated depreciation<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2555 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.43pt\"></span></span><span class=\"ps3115\">(27,454)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2557 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.75pt\"></span></span><span class=\"ps3116\">(27,049)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1427 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Fair value<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2369 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.81pt\"></span></span><span class=\"ps3117\">32,075<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2371 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.03pt\"></span></span><span class=\"ps3118\">34,693<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Properties are reclassified between the land and buildings and investment properties </span></div><div class=\"ps3120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">classifications when there is a change in the use of the property (for example, when a </span></div><div class=\"ps3121 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">property previously used by the Group is let to third parties or the Group uses a property </span></div><div class=\"ps3122 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">previously let to third parties).</span></div><div class=\"ps3123 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Additions to investment properties represents work capitalized on the Group\u2019s existing </span></div><div class=\"ps3124 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">investment properties.</span></div><div class=\"ps3127 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The fair values of the investment properties relate to pro</span><span class=\"f charStyle-689528e1 ps3125\">perties in Ge</span><span class=\"f charStyle-689528e1 ps3126\">rmany </span></div><div class=\"ps3129 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">(December\u00a031, 2025: USD\u00a015,032 thousand; December 31, 2024:\u00a019,087 thousand), the </span><span class=\"f charStyle-689528e1 ps3128\">U.S. </span></div><div class=\"ps3130 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">(December 31, 2024: USD\u00a01,491 thousand; December 31, 2024: USD 1,791 thousand), and </span></div><div class=\"ps3131 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">France (December 31, 2025: USD 15,552 thousand; December\u00a031, 2024: 13,815 thousand). </span></div><div class=\"ps3132 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The fair value measurements of the investment properties have been categorized as a </span></div><div class=\"ps3133 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Level 3 fair value based on the inputs to the valuation techniques used. The valuations </span></div><div class=\"ps3134 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">disclosed of the Group\u2019s investment properties are updated annually. In the U.S. and in </span></div><div class=\"ps3135 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">France the valuations were performed by independent third-party experts with the </span></div><div class=\"ps3136 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">appropriate professional qualifications and the necessary expertise in the location and </span></div><div class=\"ps3137 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">category of property. In Germany they are performed by the management of X\u2011FAB SE </span></div><div class=\"ps3138 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Group, calculated on the basis of discounted future cash flows, and discounting future </span></div><div class=\"ps3139 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">rents at a rate of 6.0% (December\u00a031, 2024: 6.0%). The valuation model takes into account </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the rent per square meter, expected rental growth rates, other costs, and the maturity of </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the contracts.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No impairment charges were recorded against investment properties in 2025 or 2024.</span></div><div class=\"ps2239 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following table sets out a maturity analysis of lease payments which will be received in </span></div><div class=\"ps2240 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">respect of investment properties, showing the undiscounted lease payments to be </span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">received after the reporting date.</span></div><div class=\"ps3161 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.51pt\"></span></span><span class=\"ps3140\">5,689<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.45pt\"></span></span><span class=\"ps3141\">5,489<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.74pt\"></span></span><span class=\"ps3142\">5,350<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2027<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.48pt\"></span></span><span class=\"ps3143\">4,965<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.96pt\"></span></span><span class=\"ps2045\">1,901<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2028<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.88pt\"></span></span><span class=\"ps3145\">1,281<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.46pt\"></span></span><span class=\"ps2399\">1,397<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.28pt\"></span></span><span class=\"ps3149\">1,115<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.23pt\"></span></span><span class=\"ps3151\">1,144<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2030<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.57pt\"></span></span><span class=\"ps3154\">1,100<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2896 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3158 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.32pt\"></span></span><span class=\"ps3157\">13,950<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #4f7698;padding:0\"><div class=\"ps3160 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.57pt\"></span></span><span class=\"ps3159\">15,481<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3162 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Subsequent to the reporting date, on February 13, 2026 the Group completed the sale of </span></div><div class=\"ps3163 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">an investment property with a carrying value of USD 3,196 thousand. The sale price, </span></div><div class=\"ps3164 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">payable in cash, amounted to USD 4,873 thousand.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInvestmentPropertyExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-282": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">7.2 Intangible assets</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The movements on intangible assets were as follows:<span class=\"f ps9\"> </span></span></div><div class=\"ps3291 ss0\"><div class=\"ss92 ws0 ps326\"><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:149.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td><td style=\"padding:0;width:65.25pt\"></td></tr><tr style=\"height:23.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss87\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3168 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad ps3167\">Licenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3171 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad ps3169\">Payments on <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss76\"><span class=\"f charStyle-7d5d96ad ps3170\">account</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3172 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad ps2737\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3173 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Net book value January 1, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3175 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.2pt\"></span></span><span class=\"ps3174\">2,234<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3177 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.92pt\"></span></span><span class=\"ps3176\">4,085<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3178 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.79pt\"></span></span><span class=\"ps2042\">6,319<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3179 ss87\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">January\u00a01, 2025</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3181 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.78pt\"></span></span><span class=\"ps3180\">66,982<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3182 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.92pt\"></span></span><span class=\"ps3176\">4,085<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3184 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.71pt\"></span></span><span class=\"ps3183\">71,067<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1768 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3186 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.36pt\"></span></span><span class=\"ps3185\">29<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3188 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.8pt\"></span></span><span class=\"ps3187\">4,678<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3190 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.89pt\"></span></span><span class=\"ps3189\">4,707<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1876 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3192 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.27pt\"></span></span><span class=\"ps3191\">(19)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3193 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3194 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.27pt\"></span></span><span class=\"ps3191\">(19)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1404 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Reclassifications<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3196 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.5pt\"></span></span><span class=\"ps3195\">217<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3198 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.16pt\"></span></span><span class=\"ps3197\">(257)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3200 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.24pt\"></span></span><span class=\"ps3199\">(40)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps65 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Effect of changes in exchange rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3201 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3203 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.12pt\"></span></span><span class=\"ps3202\">46<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3205 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.74pt\"></span></span><span class=\"ps3204\">46<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3206 ss91\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">December\u00a031, 2024</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3208 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.64pt\"></span></span><span class=\"ps3207\">67,209<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3210 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.38pt\"></span></span><span class=\"ps3209\">8,552<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3211 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.37pt\"></span></span><span class=\"ps1879\">75,761<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1584 ss91\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated amortization </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">January\u00a01,\u00a02025</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3213 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.67pt\"></span></span><span class=\"ps3212\">(64,748)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3214 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.91pt\"></span></span><span class=\"ps1503\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3215 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.67pt\"></span></span><span class=\"ps3212\">(64,748)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3216 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3218 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.45pt\"></span></span><span class=\"ps3217\">(1,510)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3219 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3220 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.45pt\"></span></span><span class=\"ps3217\">(1,510)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3221 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3222 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.38pt\"></span></span><span class=\"ps2965\">19<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3223 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3224 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.38pt\"></span></span><span class=\"ps2965\">19<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3225 ss91\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated amortization </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">December\u00a031, 2024</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3227 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.63pt\"></span></span><span class=\"ps3226\">(66,239)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3228 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.91pt\"></span></span><span class=\"ps1503\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3229 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.63pt\"></span></span><span class=\"ps3226\">(66,239)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps103 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-7d5d96ad ps17\">Net book value December\u00a031, 2025</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3231 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.22pt\"></span></span><span class=\"ps3230\">970<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3232 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.38pt\"></span></span><span class=\"ps3209\">8,552<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3234 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.6pt\"></span></span><span class=\"ps3233\">9,522<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3235 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Net book value January 1, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3237 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.5pt\"></span></span><span class=\"ps3236\">4,005<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3239 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.63pt\"></span></span><span class=\"ps3238\">1,622<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3240 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.38pt\"></span></span><span class=\"ps3209\">5,627<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1626 ss87\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">January\u00a01, 2024</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3241 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.86pt\"></span></span><span class=\"ps2451\">63,937<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3242 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.63pt\"></span></span><span class=\"ps3238\">1,622<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3243 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.04pt\"></span></span><span class=\"ps2499\">65,559<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3244 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3246 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.65pt\"></span></span><span class=\"ps3245\">234<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3248 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.01pt\"></span></span><span class=\"ps3247\">2,927<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3250 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.84pt\"></span></span><span class=\"ps3249\">3,161<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3034 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3251 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3252 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3253 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3254 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Reclassifications<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3256 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.13pt\"></span></span><span class=\"ps3255\">2,811<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3258 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.68pt\"></span></span><span class=\"ps3257\">(464)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3260 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.63pt\"></span></span><span class=\"ps3259\">2,347<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3261 ss91\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated historical cost </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">December\u00a031, 2024</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3262 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.78pt\"></span></span><span class=\"ps3180\">66,982<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3263 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.92pt\"></span></span><span class=\"ps3176\">4,085<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3264 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.71pt\"></span></span><span class=\"ps3183\">71,067<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:23.25pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3265 ss87\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated amortization </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">January\u00a01,\u00a02024</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3267 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.89pt\"></span></span><span class=\"ps3266\">(59,932)</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3268 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.91pt\"></span></span><span class=\"ps1503\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3269 ss88\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.89pt\"></span></span><span class=\"ps3266\">(59,932)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3270 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3272 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.35pt\"></span></span><span class=\"ps3271\">(2,441)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3273 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3274 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.35pt\"></span></span><span class=\"ps3271\">(2,441)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3275 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3276 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3277 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3278 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3279 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-301c4e7c ps17\">Reclassification<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3281 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.93pt\"></span></span><span class=\"ps3280\">(2,375)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3282 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.01pt\"></span></span><span class=\"ps2755\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3283 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.93pt\"></span></span><span class=\"ps3280\">(2,375)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps324 ss91\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">Accumulated amortization </span></div><div class=\"ps907 ss86\"><span class=\"f charStyle-4f1be8d6 ps17\">December\u00a031, 2023</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3284 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.67pt\"></span></span><span class=\"ps3212\">(64,748)</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3285 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.91pt\"></span></span><span class=\"ps1503\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3286 ss79\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.67pt\"></span></span><span class=\"ps3212\">(64,748)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3287 ss89\"><div><div class=\"ps906 ss86\"><span class=\"f charStyle-7d5d96ad ps17\">Net book value December\u00a031, 2024</span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3288 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.2pt\"></span></span><span class=\"ps3174\">2,234<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3289 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.92pt\"></span></span><span class=\"ps3176\">4,085<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3290 ss90\"><div><div class=\"ps906 ss76\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.79pt\"></span></span><span class=\"ps2042\">6,319<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Intangible assets in the statement of financial position do not include any capitalized costs </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of internally generated assets. Payments on account refer to advance and milestone </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">payments made for the acquisition of software licenses and the customization of such </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">software in a project not yet fully completed. Refer to note 4.9.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No impairment against the carrying values of payments on account was recorded in 2025 </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">or 2024.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIntangibleAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-283": {
   "value": "<div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7.3 Inventories</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Inventories comprise the following:<span class=\"f ps9\"> </span></span></div><div class=\"ps3300 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Materials and supplies<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.16pt\"></span></span><span class=\"ps3292\">167,333<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.15pt\"></span></span><span class=\"ps3293\">160,618<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Work in progress<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.1pt\"></span></span><span class=\"ps3294\">90,106<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.07pt\"></span></span><span class=\"ps1405\">118,354<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Finished goods<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.27pt\"></span></span><span class=\"ps2362\">16,749<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.71pt\"></span></span><span class=\"ps3295\">9,941<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Merchandise<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.44pt\"></span></span><span class=\"ps3296\">6<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Write-downs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.99pt\"></span></span><span class=\"ps2477\">(9,529)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.4pt\"></span></span><span class=\"ps3297\">(7,154)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.39pt\"></span></span><span class=\"ps3298\">264,659<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.28pt\"></span></span><span class=\"ps3299\">281,765<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3301 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Changes in work in progress and finished goods totaling USD 20,140 thousand were </span></div><div class=\"ps3302 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">included in cost of sales in 2025 (2024: USD 19,072 thousand). Write-downs are recorded </span></div><div class=\"ps3303 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">against inventories and recognized as an expense in cost of sales in the period of </span></div><div class=\"ps3304 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">USD 4,376 thousand (2024: USD 2,125 thousand). There have not been any reversals of </span></div><div class=\"ps3305 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">write-downs. Inventories wholly represent amounts which are expected to be realized </span></div><div class=\"ps3306 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">within 12 months.</span></div><div class=\"ps3307 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Inventories for the manufacture of wafers under contracts for which sales are recognized </span></div><div class=\"ps3308 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">over time are not recognized in work in process; instead they are recorded as an expense </span></div><div class=\"ps3309 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">within cost of sales with the associated rights to consideration for work completed but not </span></div><div class=\"ps3310 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">invoiced at the reporting date recognized within contract assets (note 7.4 below).</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInventoriesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-284": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">7.5 Trade and other receivables</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Trade receivables and other receivables comprise the following:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade accounts receivable<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.79pt\"></span></span><span class=\"ps3319\">90,488<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.33pt\"></span></span><span class=\"ps3320\">97,806<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Amounts due from related party entities<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.24pt\"></span></span><span class=\"ps3321\">196<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.25pt\"></span></span><span class=\"ps3322\">172<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Allowances<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.6pt\"></span></span><span class=\"ps3323\">(1,694)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.72pt\"></span></span><span class=\"ps2282\">(1,331)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2394 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2396 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.65pt\"></span></span><span class=\"ps3324\">88,990<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.99pt\"></span></span><span class=\"ps3325\">96,647<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3326 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Trade receivables are generally on 30 to 90-day terms and are non-interest bearing. </span></div><div class=\"ps3327 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">They are classified as financial assets at amortized cost for financial reporting purposes. </span></div><div class=\"ps3328 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Under consideration of allowances made, the fair values of trade receivables approximate </span></div><div class=\"ps3329 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">their carrying amount. The amounts due from related parties are in respect of trade </span></div><div class=\"ps3330 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">accounts receivable balances.</span></div><div class=\"ps3331 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">As at December 31, the aging analysis of trade accounts receivables (third parties, net of </span></div><div class=\"ps3332 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">allowances) is as follows:</span></div><div class=\"ps3342 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Neither past due nor impaired<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.76pt\"></span></span><span class=\"ps3333\">60,630<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.43pt\"></span></span><span class=\"ps3334\">74,547<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Past due 1\u201330 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.63pt\"></span></span><span class=\"ps3335\">11,026<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.83pt\"></span></span><span class=\"ps3336\">7,910<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Past due 31\u201360 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2541 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.17pt\"></span></span><span class=\"ps3337\">1,311<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2543 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.29pt\"></span></span><span class=\"ps3338\">1,188<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1872 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Past due 61\u2013360 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2544 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.39pt\"></span></span><span class=\"ps3339\">7,021<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2546 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.99pt\"></span></span><span class=\"ps2046\">3,662<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1876 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Past due &gt;360 days</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2548 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.74pt\"></span></span><span class=\"ps3340\">8,806<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2550 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.77pt\"></span></span><span class=\"ps3341\">9,169<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1881 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2552 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.03pt\"></span></span><span class=\"ps3118\">88,794<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2554 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.99pt\"></span></span><span class=\"ps3325\">96,476<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2215 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group measures the expected credit losses of trade receivables by using an </span></div><div class=\"ps2216 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">allowance matrix to measure the expected losses on trade receivable balances, including </span></div><div class=\"ps2217 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">those with related parties. The allowances are based on the number of days each balance </span></div><div class=\"ps2218 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">is overdue. The assessment of expected losses on trade receivable balances that are not </span></div><div class=\"ps2219 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">impaired is based on past experience of credit losses, which the Group considers to be a </span></div><div class=\"ps2220 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reasonable approximation of the losses that can be expected in future periods since there </span></div><div class=\"ps2221 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are no indications that there will be significant changes in the industry going forward. No </span></div><div class=\"ps1306 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expected credit loss has been recorded against prepayments under long-term wafer </span></div><div class=\"ps2100 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">supply agreements amounting to USD 10.5 million included in amounts in excess of 360 </span></div><div class=\"ps2101 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">days overdue (previous year: 61-360 days overdue) in view of the fact that the payments </span></div><div class=\"ps2102 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are to be made in advance of services being provided. An analysis of receivables by </span></div><div class=\"ps2103 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">geographic region or by type of customer is not made since X-FAB primarily deals with </span></div><div class=\"ps2104 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">global customers and hence there is no significant difference in risks between the </span></div><div class=\"ps2105 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">geographic regions where X\u2011FAB is active or the type of customers served by X-FAB. </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The amount of trade receivables due from related parties is disclosed separately from </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">trade receivables in the table above and in the related party disclosures in note 12 below. </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">In addition, X\u2011FAB recorded several additional allowances on individual case-by-case </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assessments for credit-impaired balances.</span></div><div class=\"ps3344 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group identifies risk concentrations by reference to significant exposures. There is </span></div><div class=\"ps3345 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">one (previous year: one) account receivable with customers with individual balances in </span></div><div class=\"ps3346 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">excess of 10% of the total accounts receivable balance at December, representing USD </span></div><div class=\"ps3347 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">16,229 thousand (previous year: USD\u00a046,475 thousand), which is 18% (previous year: 48%) </span></div><div class=\"ps3348 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of the total accounts receivable at the reporting date.</span></div><div class=\"ps3349 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following tables provide information on the exposure to credit risk and the loss </span></div><div class=\"ps3350 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">allowances made for balances which are not credit impaired as at December 31, 2025, </span></div><div class=\"ps3351 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and December 31, 2024: </span></div><div class=\"ps3397 ss0\"><div class=\"ss31 ws0 ps186\"><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:209.25pt\"></td><td style=\"padding:0;width:49.5pt\"></td><td style=\"padding:0;width:49.5pt\"></td><td style=\"padding:0;width:49.5pt\"></td></tr><tr style=\"height:14.25pt\"><td colspan=\"4\" style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1 ss93\"><div><div class=\"ps906 ss31\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2025<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:35.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps2284 ss95\"><div><div class=\"ps906 ss94\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3355 ss97\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-d58c8238 ps3352\"><span style=\"background-color:inherit\">Weighted </span></span></div><div class=\"ps907 ss96\"><span class=\"f charStyle-d58c8238 ps3353\"><span style=\"background-color:inherit\">average </span></span></div><div class=\"ps908 ss96\"><span class=\"f charStyle-d58c8238 ps3354\"><span style=\"background-color:inherit\">loss rate</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3359 ss97\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-d58c8238 ps3356\"><span style=\"background-color:inherit\">Gross </span></span></div><div class=\"ps907 ss96\"><span class=\"f charStyle-d58c8238 ps3357\"><span style=\"background-color:inherit\">carrying </span></span></div><div class=\"ps908 ss96\"><span class=\"f charStyle-d58c8238 ps3358\"><span style=\"background-color:inherit\">amount</span><span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3362 ss97\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-7d5d96ad ps3360\">Loss <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss96\"><span class=\"f charStyle-7d5d96ad ps3361\">allowance</span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1492 ss98\"><div><div class=\"ps906 ss94\"><span class=\"f charStyle-301c4e7c ps17\">Neither past due nor impaired<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3365 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3363\"></span><span class=\"ps3363\">0.08<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3364\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3367 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:16.26pt\"></span></span><span class=\"ps3366\">60,630<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3369 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.88pt\"></span></span><span class=\"ps3368\">(49)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1399 ss100\"><div><div class=\"ps906 ss94\"><span class=\"f charStyle-301c4e7c ps17\">Past due 1\u201330 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3370 ss101\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3363\"></span><span class=\"ps3363\">0.08<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3364\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3372 ss101\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.13pt\"></span></span><span class=\"ps3371\">11,026<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3373 ss101\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.83pt\"></span></span><span class=\"ps3336\">(9)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1559 ss98\"><div><div class=\"ps906 ss94\"><span class=\"f charStyle-301c4e7c ps17\">Past due 31\u201360 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3375 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3374\"></span><span class=\"ps3374\">1.50<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3364\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3376 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.67pt\"></span></span><span class=\"ps2290\">1,311<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3378 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.11pt\"></span></span><span class=\"ps3377\">(20)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3379 ss98\"><div><div class=\"ps906 ss94\"><span class=\"f charStyle-301c4e7c ps17\">Past due 61\u201390 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3381 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3380\"></span><span class=\"ps3380\">3.75<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3364\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3383 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.93pt\"></span></span><span class=\"ps3382\">857<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3385 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.74pt\"></span></span><span class=\"ps3384\">(32)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3386 ss98\"><div><div class=\"ps906 ss94\"><span class=\"f charStyle-301c4e7c ps17\">More than 90 days past due (less credit impaired)<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3388 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3387\"></span><span class=\"ps3387\">9.75<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3364\">%</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3390 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.8pt\"></span></span><span class=\"ps3389\">4,209<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3391 ss99\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.18pt\"></span></span><span class=\"ps2292\">(410)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3392 ss100\"><div><div class=\"ps906 ss94\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3394 ss101\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:15.73pt\"></span></span><span class=\"ps3393\">78,033<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3396 ss101\"><div><div class=\"ps906 ss96\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.66pt\"></span></span><span class=\"ps3395\">(520)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3444 ss0\"><div class=\"ss31 ws0 ps186\"><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:207pt\"></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:14.25pt\"><td colspan=\"4\" style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1 ss93\"><div><div class=\"ps906 ss31\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:35.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps2284 ss103\"><div><div class=\"ps906 ss102\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3401 ss105\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-d58c8238 ps3398\"><span style=\"background-color:inherit\">Weighted </span></span></div><div class=\"ps907 ss104\"><span class=\"f charStyle-d58c8238 ps3399\"><span style=\"background-color:inherit\">average </span></span></div><div class=\"ps908 ss104\"><span class=\"f charStyle-d58c8238 ps3400\"><span style=\"background-color:inherit\">loss rate</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3405 ss105\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-d58c8238 ps3402\"><span style=\"background-color:inherit\">Gross </span></span></div><div class=\"ps907 ss104\"><span class=\"f charStyle-d58c8238 ps3403\"><span style=\"background-color:inherit\">carrying </span></span></div><div class=\"ps908 ss104\"><span class=\"f charStyle-d58c8238 ps3404\"><span style=\"background-color:inherit\">amount</span><span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3408 ss105\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-7d5d96ad ps3406\">Loss <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss104\"><span class=\"f charStyle-7d5d96ad ps3407\">allowance</span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1492 ss106\"><div><div class=\"ps906 ss102\"><span class=\"f charStyle-301c4e7c ps17\">Neither past due nor impaired<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3411 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3409\"></span><span class=\"ps3409\">0.08<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3410\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3413 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:17.76pt\"></span></span><span class=\"ps3412\">74,803<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3415 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.3pt\"></span></span><span class=\"ps3414\">(60)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1399 ss106\"><div><div class=\"ps906 ss102\"><span class=\"f charStyle-301c4e7c ps17\">Past due 1\u201330 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3416 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3409\"></span><span class=\"ps3409\">0.08<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3410\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3418 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.08pt\"></span></span><span class=\"ps3417\">7,910<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3420 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.58pt\"></span></span><span class=\"ps3419\">(6)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3421 ss106\"><div><div class=\"ps906 ss102\"><span class=\"f charStyle-301c4e7c ps17\">Past due 31\u201360 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3423 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3422\"></span><span class=\"ps3422\">1.50<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3410\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3425 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.54pt\"></span></span><span class=\"ps3424\">1,188<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3427 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.24pt\"></span></span><span class=\"ps3426\">(18)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2628 ss106\"><div><div class=\"ps906 ss102\"><span class=\"f charStyle-301c4e7c ps17\">Past due 61\u201390 days<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3429 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3428\"></span><span class=\"ps3428\">3.75<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3410\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3431 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.29pt\"></span></span><span class=\"ps3430\">123<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3432 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.93pt\"></span></span><span class=\"ps3280\">(5)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2760 ss106\"><div><div class=\"ps906 ss102\"><span class=\"f charStyle-301c4e7c ps17\">More than 90 days past due (less credit impaired)</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3434 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3433\"></span><span class=\"ps3433\">9.75<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps3410\">%</span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3436 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.08pt\"></span></span><span class=\"ps3435\">2,124<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3438 ss107\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.42pt\"></span></span><span class=\"ps3437\">(207)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3439 ss108\"><div><div class=\"ps906 ss102\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3441 ss109\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:18.29pt\"></span></span><span class=\"ps3440\">86,148<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3443 ss109\"><div><div class=\"ps906 ss104\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.55pt\"></span></span><span class=\"ps3442\">(296)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps449 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Balance at January 1<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.7pt\"></span></span><span class=\"ps3445\">(1,331)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.54pt\"></span></span><span class=\"ps3446\">(1,319)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Impairment loss recognized<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.63pt\"></span></span><span class=\"ps3259\">(142)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.98pt\"></span></span><span class=\"ps3447\">(103)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2294 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Use of allowance<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2296 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2298 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.41pt\"></span></span><span class=\"ps3448\">8<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Reversal of allowance<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49pt\"></span></span><span class=\"ps3449\">2<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2526 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Net remeasurement of loss allowance<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2528 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.25pt\"></span></span><span class=\"ps3450\">(221)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2530 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.1pt\"></span></span><span class=\"ps3451\">81<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2400 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at December 31<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2402 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.79pt\"></span></span><span class=\"ps2486\">(1,694)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.7pt\"></span></span><span class=\"ps3445\">(1,331)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3452 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">There are no balances which were written off during the period and which continue to be </span></div><div class=\"ps3453 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the subject of collection processes.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-285": {
   "value": "<div class=\"ps3455 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">7.6 Other assets</span></div><div class=\"ps3456 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Other assets comprise the following:</span></div><div class=\"ps3462 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.73pt\"></span></span><span class=\"ps3457\">77,435<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.49pt\"></span></span><span class=\"ps3458\">67,423<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other non-current assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.46pt\"></span></span><span class=\"ps3459\">25<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.05pt\"></span></span><span class=\"ps3460\">42<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.87pt\"></span></span><span class=\"ps2626\">77,460<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.25pt\"></span></span><span class=\"ps3461\">67,465<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3463 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Current other assets comprise the following:</span></div><div class=\"ps3482 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">R&amp;D grants receivable<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.28pt\"></span></span><span class=\"ps2689\">38,283<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.66pt\"></span></span><span class=\"ps3464\">26,795<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Prepaid expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.46pt\"></span></span><span class=\"ps3465\">14,071<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.89pt\"></span></span><span class=\"ps3466\">17,538<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Investment grants and subsidies receivable<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.2pt\"></span></span><span class=\"ps3467\">9,762<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.77pt\"></span></span><span class=\"ps3468\">9,890<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Receivables from energy surcharges<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.48pt\"></span></span><span class=\"ps3143\">5,949<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.6pt\"></span></span><span class=\"ps3469\">5,706<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Taxes (other)<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.64pt\"></span></span><span class=\"ps3470\">6,833<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.12pt\"></span></span><span class=\"ps3471\">6,337<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2400 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Derivatives<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2402 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.62pt\"></span></span><span class=\"ps2571\">1,309<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2434 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Deposits<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2436 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.57pt\"></span></span><span class=\"ps3472\">526<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2438 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.81pt\"></span></span><span class=\"ps1483\">483<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3473 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3475 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.28pt\"></span></span><span class=\"ps3474\">702<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3477 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.05pt\"></span></span><span class=\"ps3476\">674<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1501 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3479 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.69pt\"></span></span><span class=\"ps3478\">77,435<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3481 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.65pt\"></span></span><span class=\"ps3480\">67,423<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3485 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Investment grants receivable relate to qua</span><span class=\"f charStyle-689528e1 ps3483\">lifying<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps3484\"> property, plant, and equipment awarded </span></div><div class=\"ps3486 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">to X-FAB Texas (refer to note 7.1). </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Research and development grants receivable in 2025 include USD\u00a022,480 thousand </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">research and development tax credits and competitiveness and employment tax credits </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">attributable to X\u2011FAB France (December 31, 2024: USD\u00a017,876 thousand).</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Research and development tax credits and competitiveness and employment tax credits </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">attributable to X\u2011FAB France totaling USD 0 thousand (2024: USD 0 thousand) were sold </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">without recourse to a bank in 2025. On initial recognition, X\u2011FAB France presents the grant </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">receivables as a reduction of cost of sales and research and development expenses, </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consistent with the Group\u2019s general presentation of subsidized expenses. The sales <span class=\"f ps9\"> </span></span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accelerate the cash inflows from tax credits; in the normal course of events where the </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">credits are not sold they can be offset against income tax payable by X\u2011FAB France or will </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">be paid to X\u2011FAB France at a subsequent date if there is no income tax to be paid. Due to </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the sale, these repayments will be received by the bank directly. There are no remaining </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">ongoing obligations to be fulfilled by X\u2011FAB France in respect of the tax credits and the <span class=\"f ps9\"> </span></span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">credits have been derecognized and the amounts received by the bank have been </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognized as cash and cash equivalents.</span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Prepaid expenses refer to prepayments made for raw materials.</span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The deposits primarily represent security deposits provided as collateral security and are </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">classified as current assets as they are either in connection with contractual arrangements </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">which may be canceled at short notice or are expected to be released within 12\u00a0months on </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">other grounds</span><span class=\"f charStyle-689528e1 ps3488\">.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-286": {
   "value": "<div class=\"ps3456 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Other assets comprise the following:</span></div><div class=\"ps3462 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.73pt\"></span></span><span class=\"ps3457\">77,435<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.49pt\"></span></span><span class=\"ps3458\">67,423<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other non-current assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.46pt\"></span></span><span class=\"ps3459\">25<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.05pt\"></span></span><span class=\"ps3460\">42<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.87pt\"></span></span><span class=\"ps2626\">77,460<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.25pt\"></span></span><span class=\"ps3461\">67,465<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherNoncurrentAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-287": {
   "value": "<div class=\"ps3463 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Current other assets comprise the following:</span></div><div class=\"ps3482 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">R&amp;D grants receivable<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.28pt\"></span></span><span class=\"ps2689\">38,283<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.66pt\"></span></span><span class=\"ps3464\">26,795<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Prepaid expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.46pt\"></span></span><span class=\"ps3465\">14,071<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.89pt\"></span></span><span class=\"ps3466\">17,538<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Investment grants and subsidies receivable<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.2pt\"></span></span><span class=\"ps3467\">9,762<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.77pt\"></span></span><span class=\"ps3468\">9,890<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2394 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Receivables from energy surcharges<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2396 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.48pt\"></span></span><span class=\"ps3143\">5,949<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2398 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.6pt\"></span></span><span class=\"ps3469\">5,706<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2304 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Taxes (other)<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2306 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.64pt\"></span></span><span class=\"ps3470\">6,833<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2308 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.12pt\"></span></span><span class=\"ps3471\">6,337<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2400 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Derivatives<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2402 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.62pt\"></span></span><span class=\"ps2571\">1,309<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2403 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2434 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Deposits<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2436 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.57pt\"></span></span><span class=\"ps3472\">526<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2438 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.81pt\"></span></span><span class=\"ps1483\">483<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3473 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3475 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.28pt\"></span></span><span class=\"ps3474\">702<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3477 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.05pt\"></span></span><span class=\"ps3476\">674<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1501 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3479 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.69pt\"></span></span><span class=\"ps3478\">77,435<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3481 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.65pt\"></span></span><span class=\"ps3480\">67,423<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3485 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Investment grants receivable relate to qua</span><span class=\"f charStyle-689528e1 ps3483\">lifying<span class=\"f ps9\"> </span></span><span class=\"f charStyle-689528e1 ps3484\"> property, plant, and equipment awarded </span></div><div class=\"ps3486 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">to X-FAB Texas (refer to note 7.1). </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Research and development grants receivable in 2025 include USD\u00a022,480 thousand </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">research and development tax credits and competitiveness and employment tax credits </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">attributable to X\u2011FAB France (December 31, 2024: USD\u00a017,876 thousand).</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Research and development tax credits and competitiveness and employment tax credits </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">attributable to X\u2011FAB France totaling USD 0 thousand (2024: USD 0 thousand) were sold </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">without recourse to a bank in 2025. On initial recognition, X\u2011FAB France presents the grant </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">receivables as a reduction of cost of sales and research and development expenses, </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consistent with the Group\u2019s general presentation of subsidized expenses. The sales <span class=\"f ps9\"> </span></span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accelerate the cash inflows from tax credits; in the normal course of events where the </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">credits are not sold they can be offset against income tax payable by X\u2011FAB France or will </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">be paid to X\u2011FAB France at a subsequent date if there is no income tax to be paid. Due to </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the sale, these repayments will be received by the bank directly. There are no remaining </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">ongoing obligations to be fulfilled by X\u2011FAB France in respect of the tax credits and the <span class=\"f ps9\"> </span></span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">credits have been derecognized and the amounts received by the bank have been </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">recognized as cash and cash equivalents.</span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Prepaid expenses refer to prepayments made for raw materials.</span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The deposits primarily represent security deposits provided as collateral security and are </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">classified as current assets as they are either in connection with contractual arrangements </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">which may be canceled at short notice or are expected to be released within 12\u00a0months on </span></div><span class=\"f charStyle-689528e1 ps5\">other grounds</span>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherCurrentAssetsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-288": {
   "value": "<div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7.7 Cash and cash equivalents</span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Cash and cash equivalents comprise the following:</span></div><div class=\"ps3496 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Cash and bank balances<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.98pt\"></span></span><span class=\"ps3489\">150,791<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.1pt\"></span></span><span class=\"ps3490\">153,164<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Restricted cash</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.68pt\"></span></span><span class=\"ps3491\">2,615<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.29pt\"></span></span><span class=\"ps2633\">4,018<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Term deposits<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.43pt\"></span></span><span class=\"ps3492\">40,908<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.47pt\"></span></span><span class=\"ps3493\">58,484<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.07pt\"></span></span><span class=\"ps3494\">194,314<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #4f7698;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.44pt\"></span></span><span class=\"ps3495\">215,837<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3497 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Term deposits and some cash at bank balances earn interest at floating rates based on </span></div><div class=\"ps3498 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">daily bank deposit rates. Restricted cash refers to pledged cash against bank guarantee </span></div><div class=\"ps3499 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">facilities for electricity charges and custom clearance charges in X\u2011FAB Sarawak. The fair </span></div><div class=\"ps3500 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">values of cash and short-term deposits are identical to the carrying amounts.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCashAndCashEquivalentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-289": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">7.8 Equity</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Share capital</span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">X\u2011FAB Silicon Foundries SE had 130,781,669 fully paid</span><span class=\"f charStyle-93c9e838 ps3502\"><span style=\"background-color:inherit\">\u2011</span></span><span class=\"f charStyle-689528e1 ps3503\">in ordinary shares in issue at </span></div><div class=\"ps3504 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">December 31, 2025, and December 31, 2024. Each share carries one vote at the </span></div><div class=\"ps3505 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Company\u2019s general meetings. There are no unissued shares authorized for issue.<span class=\"f ps9\"> </span></span></div><div class=\"ps3507 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Share premium</span></div><div class=\"ps3508 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The share premium of X\u2011FAB Silicon Foundries SE represents the excess of paid-in capital </span></div><div class=\"ps3509 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">for shares at the time of their issue over the fractional value of the shares.</span></div><div class=\"ps3510 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Retained earnings</span></div><div class=\"ps3511 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Retained earnings represent the accumulated profits and losses of the Group together </span></div><div class=\"ps3512 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">with the accumulated balance of the remeasurement of the Group\u2018s defined benefit post-</span></div><div class=\"ps3513 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">employment benefit plans.</span></div><div class=\"ps3514 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Cumulative translation adjustment</span></div><div class=\"ps3515 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The translation reserve comprises all foreign currency differences arising from the </span></div><div class=\"ps3516 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">translation of the financial statements of foreign operations that have functional </span></div><div class=\"ps3517 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">currencies other than USD.</span></div><div class=\"ps3518 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Treasury shares</span></div><div class=\"ps2123 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">At December 31, 2025 the Group held 149,748 treasury shares of X\u2011FAB Silicon Foundries </span></div><div class=\"ps3519 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">SE held by its fully owned subsidiary X\u2011FAB GmbH. Based on the purchase price of </span></div><div class=\"ps2247 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">EUR 11.25 per share, the treasury shares reduced the equity capital of the parent company </span></div><div class=\"ps3520 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">by USD 770 thousand (December 31, 2024: USD 770 thousand).</span></div><div class=\"ps2127 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Share-based payment arrangements</span></div><div class=\"ps2128 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group had no share-based payment arrangements and no share option programs </span></div><div class=\"ps2129 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">during the years ended December 31, 2025, or December 31, 2024.<span class=\"f ps9\"> </span></span></div><div class=\"ps3521 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Authorization to acquire treasury shares</span></div><div class=\"ps3522 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">In accordance with the Belgian Companies and Associations Code, the Articles of </span></div><div class=\"ps2131 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Association permit the Company to acquire, on or outside the stock market, its own shares, </span></div><div class=\"ps2133 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">profit-sharing certificates, or associated certificates by resolution approved by the </span></div><div class=\"ps2134 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">shareholders\u2019 meeting by a majority of at least 75% of the votes cast where at least 50% of </span></div><div class=\"ps3523 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the share capital and at least 50% of the profit certificates, if any, are present or </span></div><div class=\"ps1090 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">represented. Prior approval by the shareholders is not required if the Company purchases </span></div><div class=\"ps1091 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the shares in order to offer them to the Company\u2019s employees.</span></div><div class=\"ps3524 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The shares, profit-sharing certificates, or associated certificates can only be acquired with </span></div><div class=\"ps3525 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">funds that would otherwise be available for distribution as dividend. The total nominal </span></div><div class=\"ps3526 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">value or fractional value of the shares, profit-sharing certificates, or associated certificates </span></div><div class=\"ps3527 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">held by the Company can at no time be more than 20% of the share capital. Voting rights </span></div><div class=\"ps3528 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">attached to shares held by the Company as treasury shares are suspended.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">On April 28, 2022, an extraordinary shareholders\u2019 meeting authorized the Board of </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Directors to purchase up to 20% of the outstanding shares, for a price not lower than 10% </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">below the lowest closing price in the last 30 trading days preceding the transaction and </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">not more than 5% above the highest closing price during the last 30 trading days </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">preceding the transaction. This authorization is valid for five years from April 28, 2022.</span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The above authorization is also valid if the acquisition was made by one of the subsidiaries </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">directly controlled by the Company, as set out in Article 5 SE Regulation juncto Article </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">7:221 of the Belgian Companies and Associations Code.</span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Board of Directors is authorized to divest all or part of the shares, profit-sharing </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">certificates, or associated certificates at a price it determines, on or outside the stock </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">market or in the framework of its remuneration policy to employees, directors, or </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consultants of the Company, or to prevent any serious and imminent harm to the </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Company. This authorization is valid without any restriction in time, except when the </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">divestment is made to prevent serious and imminent harm to the Company, in which case </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the authorization expired on May 2, 2025. The authorization covers the divestment of the </span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">shares, profit-sharing certificates, or associated certificates by a direct subsidiary of the </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Company, as set out in Article 5 SE Regulation juncto Article\u00a07:221 of the Belgian </span></div>Companies and Associations Code.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIssuedCapitalExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-290": {
   "value": "<div class=\"ps3518 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Treasury shares</span></div><div class=\"ps2123 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">At December 31, 2025 the Group held 149,748 treasury shares of X\u2011FAB Silicon Foundries </span></div><div class=\"ps3519 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">SE held by its fully owned subsidiary X\u2011FAB GmbH. Based on the purchase price of </span></div><div class=\"ps2247 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">EUR 11.25 per share, the treasury shares reduced the equity capital of the parent company </span></div><div class=\"ps3520 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">by USD 770 thousand (December 31, 2024: USD 770 thousand).</span></div><div class=\"ps3521 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Authorization to acquire treasury shares</span></div><div class=\"ps3522 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">In accordance with the Belgian Companies and Associations Code, the Articles of </span></div><div class=\"ps2131 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Association permit the Company to acquire, on or outside the stock market, its own shares, </span></div><div class=\"ps2133 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">profit-sharing certificates, or associated certificates by resolution approved by the </span></div><div class=\"ps2134 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">shareholders\u2019 meeting by a majority of at least 75% of the votes cast where at least 50% of </span></div><div class=\"ps3523 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the share capital and at least 50% of the profit certificates, if any, are present or </span></div><div class=\"ps1090 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">represented. Prior approval by the shareholders is not required if the Company purchases </span></div><div class=\"ps1091 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the shares in order to offer them to the Company\u2019s employees.</span></div><div class=\"ps3524 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The shares, profit-sharing certificates, or associated certificates can only be acquired with </span></div><div class=\"ps3525 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">funds that would otherwise be available for distribution as dividend. The total nominal </span></div><div class=\"ps3526 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">value or fractional value of the shares, profit-sharing certificates, or associated certificates </span></div><div class=\"ps3527 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">held by the Company can at no time be more than 20% of the share capital. Voting rights </span></div><div class=\"ps3528 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">attached to shares held by the Company as treasury shares are suspended.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">On April 28, 2022, an extraordinary shareholders\u2019 meeting authorized the Board of </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Directors to purchase up to 20% of the outstanding shares, for a price not lower than 10% </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">below the lowest closing price in the last 30 trading days preceding the transaction and </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">not more than 5% above the highest closing price during the last 30 trading days </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">preceding the transaction. This authorization is valid for five years from April 28, 2022.</span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The above authorization is also valid if the acquisition was made by one of the subsidiaries </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">directly controlled by the Company, as set out in Article 5 SE Regulation juncto Article </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">7:221 of the Belgian Companies and Associations Code.</span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Board of Directors is authorized to divest all or part of the shares, profit-sharing </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">certificates, or associated certificates at a price it determines, on or outside the stock </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">market or in the framework of its remuneration policy to employees, directors, or </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">consultants of the Company, or to prevent any serious and imminent harm to the </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Company. This authorization is valid without any restriction in time, except when the </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">divestment is made to prevent serious and imminent harm to the Company, in which case </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the authorization expired on May 2, 2025. The authorization covers the divestment of the </span></div><div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">shares, profit-sharing certificates, or associated certificates by a direct subsidiary of the </span></div><div class=\"ps811 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Company, as set out in Article 5 SE Regulation juncto Article\u00a07:221 of the Belgian </span></div>Companies and Associations Code.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTreasurySharesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-291": {
   "value": "<div class=\"ps2127 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Share-based payment arrangements</span></div><div class=\"ps2128 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group had no share-based payment arrangements and no share option programs </span></div>during the years ended December 31, 2025, or December 31, 2024.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfSharebasedPaymentArrangementsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-292": {
   "value": "<div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7.9 Dividends</span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">No dividends were resolved or paid in the years 2025 or 2024.<span class=\"f ps9\"> </span></span></div><div class=\"ps1157 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Under Belgian company law, the shareholders decide on the distribution of profits at the </span></div><div class=\"ps1158 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">annual shareholders\u2019 meeting, based on the latest audited statutory accounts of the </span></div><div class=\"ps1159 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Company. Dividends may be paid either in cash or in kind. However, shareholders may not </span></div><div class=\"ps1160 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">declare a dividend if the Company has not first reserved at least 5% of its profits for the </span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">financial year until such reserve has reached an amount equal to 10% of its share capital </span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(the \u201cLegal Reserve\u201d) or if, following any such dividend, the level of the net assets adjusted </span></div><div class=\"ps1020 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">for the unamortized balance of the incorporation costs and capitalized research and </span></div><div class=\"ps1021 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">development costs of the Company falls below the amount of the Company\u2019s paid-in-</span></div><div class=\"ps1022 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">capital and of its non-distributable reserves. The Board of Directors may pay an interim </span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">dividend, provided certain conditions set forth in Belgian company law are met.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDividendsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-294": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">7.10 Loans and borrowings</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has unused credit lines available under bank loan facilities as follows:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused credit lines<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused part of multicurrency revolving credit facility <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">denominated in EUR or in USD \u2013 variable rates</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.68pt\"></span></span><span class=\"ps3530\">133,197<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps449 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate USD: SOFR +1.25%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps47 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate EUR: EURIBOR +1.0%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3531 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused part of multicurrency revolving credit facility <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">denominated in EUR or in USD \u2013 variable rates</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3533 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.45pt\"></span></span><span class=\"ps3532\">155,616<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3535 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.79pt\"></span></span><span class=\"ps3534\">193,175<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3386 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate USD: SOFR +1.7%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3392 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate EUR: EURIBOR +1.35%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3536 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused credit lines denominated in EUR \u2013 fixed rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3537 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.75pt\"></span></span><span class=\"ps2520\">8,230<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.22pt\"></span></span><span class=\"ps3538\">7,311<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3540 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate: 3.9\u20134.57%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3541 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other unused credit lines denominated in EUR \u2013 variable rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3543 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.1pt\"></span></span><span class=\"ps3542\">2,351<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3544 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.51pt\"></span></span><span class=\"ps3140\">2,089<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3545 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rates: EURIBOR +2.5%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr></tbody></table></div></div></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The carrying amounts of the Group\u2019s loans and borrowings at December 31 are shown in </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the following table:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Bank loans and overdrafts<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Fixed interest bank loans denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.55pt\"></span></span><span class=\"ps3547\">55,088<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.32pt\"></span></span><span class=\"ps3548\">64,142<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026\u20132029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 0.9\u20134.27%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayments in monthly or quarterly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:6.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3550 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Fixed interest bank loans denominated in USD</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3552 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.53pt\"></span></span><span class=\"ps3551\">415<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3554 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.86pt\"></span></span><span class=\"ps3553\">530<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3555 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026-2028<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3556 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates:.8.25\u20138.5%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3557 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayments in monthly installments/on maturity</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3558 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest bank loans denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3560 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.2pt\"></span></span><span class=\"ps3559\">51,869<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3561 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.63pt\"></span></span><span class=\"ps3335\">26,110<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps241 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3562 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: EURIBOR + 0.95%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3563 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayments in monthly or quarterly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2788 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3564 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.36pt\"></span></span><span class=\"ps2613\">143,610<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3566 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.55pt\"></span></span><span class=\"ps3565\">143,231<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps110 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3567\">Maturity: 2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3568 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: SOFR + 1.25%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3569 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment on maturity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:6.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3570 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3572 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.29pt\"></span></span><span class=\"ps3571\">67,015<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3574 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.13pt\"></span></span><span class=\"ps3573\">75,197<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3575 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3576 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: EURIBOR + 1.0%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps544 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment on maturity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3577 ss110\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3579 ss111\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.98pt\"></span></span><span class=\"ps3578\">30,000<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3580 ss111\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3581 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3582 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: SOFR + 1.7%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3583 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3585 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.04pt\"></span></span><span class=\"ps3584\">16,911<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3587 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.07pt\"></span></span><span class=\"ps3586\">6,825<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3588 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1695 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: EURIBOR + 1.35%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr></tbody></table></div></div></div><div class=\"ps449 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment on maturity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3179 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Leasing arrangements<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps39 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Leasing liabilities denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3590 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.47pt\"></span></span><span class=\"ps3589\">82,017<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3592 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.71pt\"></span></span><span class=\"ps3591\">62,360<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1552 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026\u20132034<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3593 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 0.15\u20134.67%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2628 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment in monthly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1576 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Leasing liabilities denominated in USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2676 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.54pt\"></span></span><span class=\"ps3594\">8,321<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2678 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.85pt\"></span></span><span class=\"ps3595\">8,376<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2679 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">\u00a0 \u00a0 Maturity: 2026\u20132038</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2680 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 3.32%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2935 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment in monthly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:6pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1919 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3596\">Leasing liabilities denominated in MYR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3598 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.37pt\"></span></span><span class=\"ps3597\">25,161<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3600 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.11pt\"></span></span><span class=\"ps3599\">27,362<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2646 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026\u20132034<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3601 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 4.66%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3602 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment in monthly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3603 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3605 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:19.83pt\"></span></span><span class=\"ps3604\">480,407<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3607 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.23pt\"></span></span><span class=\"ps3606\">414,133<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3608 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Current loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3610 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.98pt\"></span></span><span class=\"ps3609\">292,512<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3612 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.24pt\"></span></span><span class=\"ps3611\">44,517<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3613 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Non-current loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3615 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.8pt\"></span></span><span class=\"ps3614\">187,895<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3617 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.38pt\"></span></span><span class=\"ps3616\">369,616<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3618 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Variable interest bank loans include loans amounting to USD\u00a0142,000 thousand and </span></div><div class=\"ps3619 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">EUR\u00a073,500 thousand (December 31, 2024: USD\u00a0142,000 thousand and EUR\u00a078,500 </span></div><div class=\"ps3620 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">thousand) under the Group\u2019s two EUR\u00a0200,000,000 multicurrency revolving facility </span></div><div class=\"ps3621 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">agreements (\u201cthe facilities\u201d) entered into between the parent company and its principal </span></div><div class=\"ps3622 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">subsidiaries and a syndicate of eight international banks on December 1, 2021 and August 1, </span></div><div class=\"ps3624 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">2024 respectively. Both credit facilities are for a five-year period until Decem</span><span class=\"f charStyle-689528e1 ps3623\">ber 2026 </span></div><div class=\"ps3625 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and July 2029, respectively, with an option for X\u2011FAB to request an extension of the </span></div><div class=\"ps3627 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">facility\u2019s maturity date for a further year until December 2027 and </span><span class=\"f charStyle-689528e1 ps3626\">July 2030 respectively. </span></div><div class=\"ps3628 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The options are exercisable not earlier than 90 days prior to and not 45 days later than </span></div><div class=\"ps3629 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">prior to the respective initial termination dates.</span></div><div class=\"ps3630 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The borrowings under the initial facility entered into on December\u00a01, 2021, with a maturity </span></div><div class=\"ps3631 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">date ending in December 2026 are reported as current liabilities at December\u00a031, 2025. </span></div><div class=\"ps3632 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Management expects to refinance or extend these borrowings on maturity. </span></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The borrowings under the second facility have been presented as non-current as the </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Group has the right to refinance or roll over these obligations for at least 12 months.</span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Variable interest bank loans at December 31, 2025, include USD 29,392 thousand arising </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">on the maturity of a foreign exchange forward, which was settled on January 7, 2026.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The movements on loans and borrowing include exchange rate losses of USD 32,048 </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">thousand resulting from the translation of euro-denominated loans and borrowings </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(2024: exchange rate gains of USD 8,214 thousand).</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The fair values of the Group\u2019s loans and borrowings are presented in note 10.</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Approximately 15% of the Group\u2019s loans are at a fixed rate of interest (December 31, </span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">2024: 20%). Refer to note 10. Bank loans and overdrafts of USD 3,055 thousand </span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(2024: USD 2,531 thousand) are secured by charges on plant and machinery and land </span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(see note 7.1).</span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Contractual maturities</span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The contractual maturities of the Group\u2019s non-derivative financial liabilities (including lease </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liabilities) at December\u00a031, 2025, and December 31, 2024, are shown in the table below. </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The amounts presented in the table are undiscounted and do not include interest as most </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of the liabilities are linked to credit facilities for which interest can fluctuate over time </span></div><div class=\"ps1298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">depending on the level of the used part of these facilities:</span></div><div class=\"ps3646 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.3pt\"></span></span><span class=\"ps3634\">40,667<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.13pt\"></span></span><span class=\"ps3635\">291,908<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.32pt\"></span></span><span class=\"ps3636\">259,718<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2027<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.42pt\"></span></span><span class=\"ps3637\">42,720<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.24pt\"></span></span><span class=\"ps3638\">32,261<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2028<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.91pt\"></span></span><span class=\"ps3639\">43,301<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.33pt\"></span></span><span class=\"ps3640\">32,544<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.76pt\"></span></span><span class=\"ps3641\">77,929<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.01pt\"></span></span><span class=\"ps2423\">25,576<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2030\u20132038</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.09pt\"></span></span><span class=\"ps3642\">24,549<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.34pt\"></span></span><span class=\"ps50\">23,366<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2760 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3643 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:19.83pt\"></span></span><span class=\"ps3604\">480,407<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3645 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.57pt\"></span></span><span class=\"ps3644\">414,132<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3647 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group is exposed to a liquidity risk in that the maturity of bank loan agreements, which </span></div><div class=\"ps3648 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">are presented based on the contractual payment obligations, could be brought forward </span></div><div class=\"ps3649 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">should the Group fail to comply with its contractual obligations under the bank loan </span></div><span class=\"f charStyle-689528e1 ps5\">agreements</span>.",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDebtSecuritiesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-293": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">7.10 Loans and borrowings</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has unused credit lines available under bank loan facilities as follows:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused credit lines<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused part of multicurrency revolving credit facility <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">denominated in EUR or in USD \u2013 variable rates</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.68pt\"></span></span><span class=\"ps3530\">133,197<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps449 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate USD: SOFR +1.25%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps47 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate EUR: EURIBOR +1.0%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3531 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused part of multicurrency revolving credit facility <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">denominated in EUR or in USD \u2013 variable rates</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3533 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.45pt\"></span></span><span class=\"ps3532\">155,616<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3535 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.79pt\"></span></span><span class=\"ps3534\">193,175<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3386 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate USD: SOFR +1.7%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3392 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate EUR: EURIBOR +1.35%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3536 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Unused credit lines denominated in EUR \u2013 fixed rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3537 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.75pt\"></span></span><span class=\"ps2520\">8,230<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.22pt\"></span></span><span class=\"ps3538\">7,311<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3540 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rate: 3.9\u20134.57%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3541 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other unused credit lines denominated in EUR \u2013 variable rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3543 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.1pt\"></span></span><span class=\"ps3542\">2,351<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3544 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.51pt\"></span></span><span class=\"ps3140\">2,089<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3545 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Interest rates: EURIBOR +2.5%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr></tbody></table></div></div></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The carrying amounts of the Group\u2019s loans and borrowings at December 31 are shown in </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the following table:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Bank loans and overdrafts<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Fixed interest bank loans denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.55pt\"></span></span><span class=\"ps3547\">55,088<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.32pt\"></span></span><span class=\"ps3548\">64,142<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026\u20132029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 0.9\u20134.27%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayments in monthly or quarterly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:6.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3550 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Fixed interest bank loans denominated in USD</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3552 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.53pt\"></span></span><span class=\"ps3551\">415<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3554 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.86pt\"></span></span><span class=\"ps3553\">530<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3555 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026-2028<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3556 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates:.8.25\u20138.5%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3557 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayments in monthly installments/on maturity</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3558 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest bank loans denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3560 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.2pt\"></span></span><span class=\"ps3559\">51,869<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3561 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.63pt\"></span></span><span class=\"ps3335\">26,110<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps241 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3562 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: EURIBOR + 0.95%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3563 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayments in monthly or quarterly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2788 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3564 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.36pt\"></span></span><span class=\"ps2613\">143,610<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3566 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.55pt\"></span></span><span class=\"ps3565\">143,231<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps110 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3567\">Maturity: 2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3568 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: SOFR + 1.25%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3569 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment on maturity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:6.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3570 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3572 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.29pt\"></span></span><span class=\"ps3571\">67,015<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3574 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.13pt\"></span></span><span class=\"ps3573\">75,197<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3575 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3576 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: EURIBOR + 1.0%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps544 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment on maturity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3577 ss110\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3579 ss111\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.98pt\"></span></span><span class=\"ps3578\">30,000<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3580 ss111\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3581 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3582 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: SOFR + 1.7%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3583 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Variable interest revolving credit facility denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3585 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.04pt\"></span></span><span class=\"ps3584\">16,911<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3587 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.07pt\"></span></span><span class=\"ps3586\">6,825<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3588 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1695 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: EURIBOR + 1.35%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr></tbody></table></div></div></div><div class=\"ps449 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment on maturity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3179 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Leasing arrangements<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps39 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Leasing liabilities denominated in EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3590 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.47pt\"></span></span><span class=\"ps3589\">82,017<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3592 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.71pt\"></span></span><span class=\"ps3591\">62,360<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1552 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026\u20132034<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3593 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 0.15\u20134.67%</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2628 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment in monthly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1576 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Leasing liabilities denominated in USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2676 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.54pt\"></span></span><span class=\"ps3594\">8,321<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2678 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.85pt\"></span></span><span class=\"ps3595\">8,376<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2679 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">\u00a0 \u00a0 Maturity: 2026\u20132038</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2680 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 3.32%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2935 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment in monthly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:6pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1919 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3596\">Leasing liabilities denominated in MYR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3598 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.37pt\"></span></span><span class=\"ps3597\">25,161<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3600 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.11pt\"></span></span><span class=\"ps3599\">27,362<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2646 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Maturity: 2026\u20132034<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3601 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Interest rates: 4.66%<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3602 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Repayment in monthly installments<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3603 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3605 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:19.83pt\"></span></span><span class=\"ps3604\">480,407<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3607 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.23pt\"></span></span><span class=\"ps3606\">414,133<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3608 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Current loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3610 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.98pt\"></span></span><span class=\"ps3609\">292,512<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3612 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.24pt\"></span></span><span class=\"ps3611\">44,517<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3613 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Non-current loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3615 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.8pt\"></span></span><span class=\"ps3614\">187,895<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3617 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.38pt\"></span></span><span class=\"ps3616\">369,616<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3618 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Variable interest bank loans include loans amounting to USD\u00a0142,000 thousand and </span></div><div class=\"ps3619 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">EUR\u00a073,500 thousand (December 31, 2024: USD\u00a0142,000 thousand and EUR\u00a078,500 </span></div><div class=\"ps3620 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">thousand) under the Group\u2019s two EUR\u00a0200,000,000 multicurrency revolving facility </span></div><div class=\"ps3621 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">agreements (\u201cthe facilities\u201d) entered into between the parent company and its principal </span></div><div class=\"ps3622 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">subsidiaries and a syndicate of eight international banks on December 1, 2021 and August 1, </span></div><div class=\"ps3624 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">2024 respectively. Both credit facilities are for a five-year period until Decem</span><span class=\"f charStyle-689528e1 ps3623\">ber 2026 </span></div><div class=\"ps3625 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and July 2029, respectively, with an option for X\u2011FAB to request an extension of the </span></div><div class=\"ps3627 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">facility\u2019s maturity date for a further year until December 2027 and </span><span class=\"f charStyle-689528e1 ps3626\">July 2030 respectively. </span></div><div class=\"ps3628 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The options are exercisable not earlier than 90 days prior to and not 45 days later than </span></div><div class=\"ps3629 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">prior to the respective initial termination dates.</span></div><div class=\"ps3630 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The borrowings under the initial facility entered into on December\u00a01, 2021, with a maturity </span></div><div class=\"ps3631 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">date ending in December 2026 are reported as current liabilities at December\u00a031, 2025. </span></div><div class=\"ps3632 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Management expects to refinance or extend these borrowings on maturity. </span></div></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The borrowings under the second facility have been presented as non-current as the </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Group has the right to refinance or roll over these obligations for at least 12 months.</span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Variable interest bank loans at December 31, 2025, include USD 29,392 thousand arising </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">on the maturity of a foreign exchange forward, which was settled on January 7, 2026.</span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The movements on loans and borrowing include exchange rate losses of USD 32,048 </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">thousand resulting from the translation of euro-denominated loans and borrowings </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(2024: exchange rate gains of USD 8,214 thousand).</span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The fair values of the Group\u2019s loans and borrowings are presented in note 10.</span></div><div class=\"ps2119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Approximately 15% of the Group\u2019s loans are at a fixed rate of interest (December 31, </span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">2024: 20%). Refer to note 10. Bank loans and overdrafts of USD 3,055 thousand </span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(2024: USD 2,531 thousand) are secured by charges on plant and machinery and land </span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(see note 7.1).</span></div><div class=\"ps755 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Contractual maturities</span></div><div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The contractual maturities of the Group\u2019s non-derivative financial liabilities (including lease </span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liabilities) at December\u00a031, 2025, and December 31, 2024, are shown in the table below. </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The amounts presented in the table are undiscounted and do not include interest as most </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of the liabilities are linked to credit facilities for which interest can fluctuate over time </span></div><div class=\"ps1298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">depending on the level of the used part of these facilities:</span></div><div class=\"ps3646 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.3pt\"></span></span><span class=\"ps3634\">40,667<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.13pt\"></span></span><span class=\"ps3635\">291,908<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.32pt\"></span></span><span class=\"ps3636\">259,718<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2027<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.42pt\"></span></span><span class=\"ps3637\">42,720<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.24pt\"></span></span><span class=\"ps3638\">32,261<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2028<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.91pt\"></span></span><span class=\"ps3639\">43,301<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.33pt\"></span></span><span class=\"ps3640\">32,544<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2029<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.76pt\"></span></span><span class=\"ps3641\">77,929<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.01pt\"></span></span><span class=\"ps2423\">25,576<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">2030\u20132038</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.09pt\"></span></span><span class=\"ps3642\">24,549<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.34pt\"></span></span><span class=\"ps50\">23,366<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:9.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2760 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3643 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:19.83pt\"></span></span><span class=\"ps3604\">480,407<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3645 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.57pt\"></span></span><span class=\"ps3644\">414,132<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3647 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group is exposed to a liquidity risk in that the maturity of bank loan agreements, which </span></div><div class=\"ps3648 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">are presented based on the contractual payment obligations, could be brought forward </span></div><div class=\"ps3649 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">should the Group fail to comply with its contractual obligations under the bank loan </span></div><div class=\"ps3652 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">agreements</span><span class=\"f charStyle-689528e1 ps3650\">. </span><span class=\"f charStyle-689528e1 ps3651\">There are also liquidity risks which arise should the Group\u2019s loan facilities not </span></div><div class=\"ps3653 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">be extended on maturity, superseded with new facilities, or should extensions or </span></div><div class=\"ps3654 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">superseding facilities only be available on different terms and conditions to those available </span></div><div class=\"ps3655 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to date.</span></div></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following table provides a reconciliation of the movements in liabilities to the cash flows arising from financing activities for the year 2025:</span></div><div class=\"ps1189 ss0\"><div class=\"ss51 ws0 ps186\"><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:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2826 ss113\"><div><div class=\"ps906 ss112\"><span class=\"f charStyle-7d5d96ad ps3656\">Liabilities<span class=\"f ps9\"> </span></span></div></div></div></td><td colspan=\"4\" style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2831 ss115\"><div><div class=\"ps906 ss114\"><span class=\"f charStyle-d58c8238 ps3657\"><span style=\"background-color:inherit\">Equity</span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3659 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps3658\">Loans and <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss63\"><span class=\"f charStyle-7d5d96ad ps2450\">borrowings</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3661 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps3660\">Lease liability<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3663 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps3662\">Share capital<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3665 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-d58c8238 ps3664\"><span style=\"background-color:inherit\">Share premium</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3667 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-d58c8238 ps3666\"><span style=\"background-color:inherit\">Retained earnings</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3668 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps2838\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3669 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at January\u00a01, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3670 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.65pt\"></span></span><span class=\"ps3058\">316,035<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3672 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.9pt\"></span></span><span class=\"ps3671\">98,098<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3673 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.78pt\"></span></span><span class=\"ps2005\">432,745<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3675 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.94pt\"></span></span><span class=\"ps3674\">348,709<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3676 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.65pt\"></span></span><span class=\"ps3058\">241,647<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3678 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.97pt\"></span></span><span class=\"ps3677\">1,437,234<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Changes from financing cash flows<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2628 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Proceeds from loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3680 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.75pt\"></span></span><span class=\"ps3679\">104,506<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3681 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3682 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3683 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3684 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3685 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.75pt\"></span></span><span class=\"ps3679\">104,506<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2760 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Repayment of loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3687 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.15pt\"></span></span><span class=\"ps3686\">(75,256)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3688 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3689 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3690 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3691 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3692 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.15pt\"></span></span><span class=\"ps3686\">(75,256)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1810 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Receipts from sale and leaseback arrangements and new leases</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3693 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3695 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.98pt\"></span></span><span class=\"ps3694\">30,098<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3696 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3697 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3698 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3699 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.98pt\"></span></span><span class=\"ps3694\">30,098<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1820 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Payments of lease liabilities incl. interest</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3700 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3702 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.37pt\"></span></span><span class=\"ps3701\">(24,013)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3703 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3704 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3705 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3706 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.37pt\"></span></span><span class=\"ps3701\">(24,013)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1502 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Interest paid<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3708 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.3pt\"></span></span><span class=\"ps3707\">(20,763)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3709 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3710 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3711 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3712 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3713 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.3pt\"></span></span><span class=\"ps3707\">(20,763)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3714 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Total changes from financing cash flows<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3716 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.36pt\"></span></span><span class=\"ps3715\">8,487<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3718 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.22pt\"></span></span><span class=\"ps3717\">6,085<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3719 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3720 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3721 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3723 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.29pt\"></span></span><span class=\"ps3722\">14,572<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2650 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Other changes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3724 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Effect of changes in foreign exchange rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3726 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.9pt\"></span></span><span class=\"ps3725\">21,717<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3727 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.88pt\"></span></span><span class=\"ps1499\">10,371<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3728 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3729 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3730 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3732 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.56pt\"></span></span><span class=\"ps3731\">32,088<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3733 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Liability related<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps660 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Prolongation of existing lease contracts<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3734 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3736 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:59.2pt\"></span></span><span class=\"ps3735\">945<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3737 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3738 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3739 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3740 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:59.2pt\"></span></span><span class=\"ps3735\">945<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3741 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Fees for RCF facility</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3743 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.03pt\"></span></span><span class=\"ps3742\">(2,129)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3744 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3745 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:53.03pt\"></span></span><span class=\"ps3742\">(2,129)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3746 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Interest expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3748 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.14pt\"></span></span><span class=\"ps3747\">20,798<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3749 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3750 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3751 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3752 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3753 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.14pt\"></span></span><span class=\"ps3747\">20,798<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps144 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Equity related<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3754 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3755 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3756 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3757 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3758 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps549 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Total liability-related other changes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3759 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.57pt\"></span></span><span class=\"ps2977\">18,669<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3760 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:58.3pt\"></span></span><span class=\"ps1622\">945<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3761 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3762 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3763 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3765 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.54pt\"></span></span><span class=\"ps3764\">19,614<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps308 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Total equity-related other changes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3766 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3767 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3768 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3769 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3770 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3771 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3275 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at December\u00a031, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3773 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.66pt\"></span></span><span class=\"ps3772\">364,908<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3775 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.72pt\"></span></span><span class=\"ps3774\">115,499<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3776 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.78pt\"></span></span><span class=\"ps2005\">432,745<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3777 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.94pt\"></span></span><span class=\"ps3674\">348,709<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3778 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.65pt\"></span></span><span class=\"ps3058\">241,647<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3780 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.37pt\"></span></span><span class=\"ps3779\">1,503,508<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following table provides a reconciliation of the movements in liabilities to the cash flows arising from financing activities for the year 2024:</span></div><div class=\"ps1716 ss0\"><div class=\"ss51 ws0 ps186\"><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:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td><td style=\"padding:0;width:80.25pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2826 ss113\"><div><div class=\"ps906 ss112\"><span class=\"f charStyle-d58c8238 ps3656\"><span style=\"background-color:inherit\">Liabilities</span></span></div></div></div></td><td colspan=\"4\" style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2831 ss115\"><div><div class=\"ps906 ss114\"><span class=\"f charStyle-7d5d96ad ps3657\">Equity</span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3659 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-d58c8238 ps3658\"><span style=\"background-color:inherit\">Loans and </span></span></div><div class=\"ps907 ss63\"><span class=\"f charStyle-d58c8238 ps2450\"><span style=\"background-color:inherit\">borrowings</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3661 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-d58c8238 ps3660\"><span style=\"background-color:inherit\">Lease liability</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3663 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps3662\">Share capital<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3665 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps3664\">Share premium</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3667 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps3666\">Retained earnings</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps3668 ss84\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad ps2838\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3669 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Balance at January 1, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3670 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42pt\"></span></span><span class=\"ps3782\">239,369<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3672 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.67pt\"></span></span><span class=\"ps3783\">21,608<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3673 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.78pt\"></span></span><span class=\"ps2005\">432,745<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3675 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.94pt\"></span></span><span class=\"ps3674\">348,709<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3676 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.66pt\"></span></span><span class=\"ps3784\">180,158<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3678 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.25pt\"></span></span><span class=\"ps3785\">1,222,589<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Changes from financing cash flows</span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps57 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Proceeds from loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3787 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.83pt\"></span></span><span class=\"ps3786\">209,669<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3788 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3789 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3790 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3791 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3792 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.83pt\"></span></span><span class=\"ps3786\">209,669<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2404 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Repayment of loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3794 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.88pt\"></span></span><span class=\"ps3793\">(124,237)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3795 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3796 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3797 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3798 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3799 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.88pt\"></span></span><span class=\"ps3793\">(124,237)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3473 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Receipts from sale and leaseback arrangements</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3800 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3802 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.42pt\"></span></span><span class=\"ps3801\">60,584<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3803 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3804 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3805 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3806 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.42pt\"></span></span><span class=\"ps3801\">60,584<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2679 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Payments of lease liabilities<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3807 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3809 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.1pt\"></span></span><span class=\"ps3808\">(12,502)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3810 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3811 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3812 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3813 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.1pt\"></span></span><span class=\"ps3808\">(12,502)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3814 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Interest paid<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3816 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.55pt\"></span></span><span class=\"ps3815\">(17,214)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3817 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3818 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3819 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3820 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3821 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.55pt\"></span></span><span class=\"ps3815\">(17,214)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3822 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Total changes from financing cash flows<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3824 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.09pt\"></span></span><span class=\"ps3823\">68,218<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3825 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.1pt\"></span></span><span class=\"ps3451\">48,082<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3826 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3827 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3828 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3830 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.12pt\"></span></span><span class=\"ps3829\">116,300<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3831 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Other changes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3832 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Effect of changes in foreign exchange rates<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3834 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.56pt\"></span></span><span class=\"ps3833\">(8,214)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3836 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.85pt\"></span></span><span class=\"ps3835\">(2,904)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3837 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3838 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3839 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3841 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.15pt\"></span></span><span class=\"ps3840\">(11,118)</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3842 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Liability related<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2455 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">New leases in prior year, funds received in current year</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3843 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3844 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.41pt\"></span></span><span class=\"ps3448\">27,903<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3845 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3846 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3847 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3848 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.41pt\"></span></span><span class=\"ps3448\">27,903<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3849 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Prolongation of existing lease contracts<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3850 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3851 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.23pt\"></span></span><span class=\"ps2939\">3,409<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3852 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3853 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3854 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3855 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:52.23pt\"></span></span><span class=\"ps2939\">3,409<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3856 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-301c4e7c ps17\">Interest expenses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3858 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.69pt\"></span></span><span class=\"ps3857\">16,662<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3859 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3860 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3861 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3862 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:68.01pt\"></span></span><span class=\"ps2863\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3863 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:50.69pt\"></span></span><span class=\"ps3857\">16,662<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3864 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Equity related<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3865 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3866 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3867 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3868 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3869 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.27pt\"></span></span><span class=\"ps3191\">61,489<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3870 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.27pt\"></span></span><span class=\"ps3191\">61,489<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3871 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Total liability-related other changes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3873 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49.05pt\"></span></span><span class=\"ps3872\">16,662<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3875 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.66pt\"></span></span><span class=\"ps3874\">31,312<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3876 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3877 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3878 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3880 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.22pt\"></span></span><span class=\"ps3879\">47,974<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3881 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-4f1be8d6 ps17\">Total equity-related other changes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3882 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3883 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3884 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3885 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:67.91pt\"></span></span><span class=\"ps2920\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3886 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.27pt\"></span></span><span class=\"ps3191\">61,489<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3887 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.27pt\"></span></span><span class=\"ps3191\">61,489<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3888 ss85\"><div><div class=\"ps906 ss82\"><span class=\"f charStyle-7d5d96ad ps17\">Balance at December\u00a031, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3889 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.65pt\"></span></span><span class=\"ps3058\">316,035<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3890 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.9pt\"></span></span><span class=\"ps3671\">98,098<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3891 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.78pt\"></span></span><span class=\"ps2005\">432,745<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3892 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.94pt\"></span></span><span class=\"ps3674\">348,709<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3893 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.65pt\"></span></span><span class=\"ps3058\">241,647<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3894 ss64\"><div><div class=\"ps906 ss63\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.97pt\"></span></span><span class=\"ps3677\">1,437,234<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBorrowingsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-295": {
   "value": "<div><div id=\"i74283d5c47574de6b482c27dfe4b2f93_223\" style=\"position:absolute;top:54pt\"></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7.11 Other non-current liabilities</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Other non-current liabilities primarily comprise defined benefit pension obligations and </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">deferred rental income.</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Other non-current liabilities include an amount of USD\u00a02,645 thousand at December\u00a031, </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">2025 (December\u00a031, 2024: USD\u00a04,157 thousand), representing the net defined benefit </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">obligations under a long-service retirement lump-sum payment scheme at the Group\u2019s </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">subsidiary X\u2011FAB France. An additional USD\u00a0126 thousand (December 31, 2024: USD 0 </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">thousand) of defined benefit obligations relating to this plan are recorded as other current </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">liabilities. The net defined benefit obligation consists of defined benefit obligations under </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the scheme of USD\u00a07,893 thousand (December 31, 2024: USD 8,475 thousand) less plan </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assets recorded at their fair values of USD\u00a05,120 thousand (December 31, 2024: USD\u00a04,318 </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">thousand). Under this scheme, X\u2011FAB France awards its employees a lump-sum payment </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">on reaching retirement age of 65 (for management employees) and 62 (for other </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">employees). The payment is dependent on the final salary of the employee and the length </span></div><div class=\"ps786 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of time the employee has been employed by X\u2011FAB France. Employees are not required </span></div><div class=\"ps787 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to contribute to the plan. The liability recognized for the future defined benefit obligation </span></div><div class=\"ps788 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">under this scheme is presented net of the funding plan assets which are \u201cring fenced\u201d to </span></div><div class=\"ps1308 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">meet obligations under the scheme. The plan assets at December 31, 2025, consist of </span></div><div class=\"ps1309 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">investments in a fund that is managed by a financial institutio</span><span class=\"f charStyle-689528e1 ps3895\">n of which the underlying </span></div><div class=\"ps2106 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">assets relate to long-term bonds with capital guarantees of USD\u00a02,200 thousand </span></div><div class=\"ps2107 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(December 31, 2024: USD 1,910 thousand) and equity savings plans with a value of </span></div><div class=\"ps2108 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">USD\u00a02,920 thousand (December 31, 2024: USD 2,408 thousand). </span></div><div class=\"ps1310 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Accordingly</span><span class=\"f charStyle-689528e1 ps3896\">, there are risks typical of such defined benefit obligations, i.e., actuarial risks </span></div><div class=\"ps1311 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">associated with the uncertainties of the estimated obligations under the scheme and with </span></div><div class=\"ps1312 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the anticipated performance of the investment assets held to offset the obligations under </span></div><div class=\"ps2150 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the scheme. </span></div><div class=\"ps449 ss0\"><div class=\"ss31 ws0 ps326\"><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:177.75pt\"></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:35.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss117\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3898 ss118\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3897\">DBO </span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3901 ss118\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3899\">Fair value of <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps3900\">plan assets</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps19 ss118\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3902\">Net defined <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps3903\">benefit </span></div><div class=\"ps908 ss67\"><span class=\"f charStyle-7d5d96ad ps3904\">liability</span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2739 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-7d5d96ad ps17\">January 1, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3906 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.35pt\"></span></span><span class=\"ps3905\">8,475<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3908 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.97pt\"></span></span><span class=\"ps3907\">(4,318)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3910 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.62pt\"></span></span><span class=\"ps3909\">4,157<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3911 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-4f1be8d6 ps17\">Included in profit or loss:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3912 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Current service cost<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3913 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.48pt\"></span></span><span class=\"ps2429\">803<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3914 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3915 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.48pt\"></span></span><span class=\"ps2429\">803<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3593 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Currency effects from conversion into USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3916 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.57pt\"></span></span><span class=\"ps3154\">1,001<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3918 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.55pt\"></span></span><span class=\"ps3917\">(704)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3920 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.67pt\"></span></span><span class=\"ps3919\">297<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3921 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-4f1be8d6 ps17\">Included in OCI:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3922 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Return on plan assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3923 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3925 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.41pt\"></span></span><span class=\"ps3924\">(98)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3926 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.41pt\"></span></span><span class=\"ps3924\">(98)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3927 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Actuarial losses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3928 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.37pt\"></span></span><span class=\"ps2635\">(193)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3929 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3930 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.37pt\"></span></span><span class=\"ps2635\">(193)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3931 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-4f1be8d6 ps17\">Other:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps234 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Benefits paid<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3932 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.46pt\"></span></span><span class=\"ps3465\">(2,193)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3933 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps235 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.46pt\"></span></span><span class=\"ps3465\">(2,193)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3934 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3936 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.55pt\"></span></span><span class=\"ps3935\">7,893<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3938 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.45pt\"></span></span><span class=\"ps3937\">(5,120)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3940 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.31pt\"></span></span><span class=\"ps3939\">2,773<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps95 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-7d5d96ad ps17\">January 1, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3942 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.23pt\"></span></span><span class=\"ps3941\">9,057<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3944 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.26pt\"></span></span><span class=\"ps3943\">(4,360)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps96 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.07pt\"></span></span><span class=\"ps3945\">4,697<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3601 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-4f1be8d6 ps17\">Included in profit or loss:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2788 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Current service cost<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3946 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.64pt\"></span></span><span class=\"ps2523\">782<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3947 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3948 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.64pt\"></span></span><span class=\"ps2523\">782<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps3949 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Currency effects from conversion into USD<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3950 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.73pt\"></span></span><span class=\"ps2569\">(493)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3952 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.43pt\"></span></span><span class=\"ps3951\">110<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3954 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36pt\"></span></span><span class=\"ps3953\">(383)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1466 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-4f1be8d6 ps17\">Included in OCI:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3955 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Return on plan assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3956 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3957 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.41pt\"></span></span><span class=\"ps3924\">(68)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3958 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.41pt\"></span></span><span class=\"ps3924\">(68)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3959 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Actuarial losses<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3961 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.79pt\"></span></span><span class=\"ps3960\">104<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3962 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3963 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.79pt\"></span></span><span class=\"ps3960\">104<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3964 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-4f1be8d6 ps17\">Other:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3965 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-301c4e7c ps3549\">Benefits paid<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3967 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.35pt\"></span></span><span class=\"ps3966\">(975)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3968 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3969 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.35pt\"></span></span><span class=\"ps3966\">(975)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3970 ss119\"><div><div class=\"ps906 ss116\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3971 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.35pt\"></span></span><span class=\"ps3905\">8,475<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3972 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.97pt\"></span></span><span class=\"ps3907\">(4,318)</span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3973 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.62pt\"></span></span><span class=\"ps3909\">4,157<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The </span><span class=\"f charStyle-689528e1 ps3975\">primary as</span><span class=\"f charStyle-689528e1 ps3976\">sumptions made in calculating the defined benefit obligation were as </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">follows:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Discount rate<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3977\"></span><span class=\"ps3977\">3.96%<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps2500\"></span><span class=\"ps2500\">3.32%<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Employee turnover<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3978\"></span><span class=\"ps3978\">5.00%<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps3978\"></span><span class=\"ps3978\">5.00%<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Social security costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps1738\"></span><span class=\"ps1738\">47.00%<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps1738\"></span><span class=\"ps1738\">47.00%<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3979 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The discount rate used is calculated by reference to marked yields on high quality </span></div><div class=\"ps3980 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">corporate bonds. Future salary growth is assumed to be 1.0% higher than inflation </span></div><div class=\"ps3981 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(December 31, 2024: 1.0%). Assumptions regarding future mortality have been based on </span></div><div class=\"ps3982 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">published statistics and mortality tables.</span></div><div class=\"ps1063 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group expects to pay no contributions to the funding plan in 2026.</span></div><div class=\"ps1064 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Reasonably possible changes at December 31, 2025, and December 31, 2024, to one of the </span></div><div class=\"ps1065 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">actuarial assumptions, holding other assumptions constant, would have affected the </span></div><div class=\"ps1066 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">defined benefit obligation changing the discounted amounts of the net liability by the </span></div><div class=\"ps1067 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">amounts shown below:</span></div><div class=\"ps3999 ss0\"><div class=\"ss71 ws0 ps186\"><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:110.25pt\"></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:24.75pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss121\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-d58c8238 ps17\"><span style=\"background-color:inherit\">in thousands of U.S. dollars</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3985 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3983\">Increase at </span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps3984\">Dec.\u00a031, 2025</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1722 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3986\">Decrease at </span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps3984\">Dec.\u00a031, 2025</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3983\">Increase at </span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps3987\">Dec.\u00a031, 2024</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3986\">Decrease at </span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps3987\">Dec.\u00a031, 2024</span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1385 ss121\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Discount rate (+0.25% </span></div><div class=\"ps907 ss120\"><span class=\"f charStyle-301c4e7c ps17\">movement)<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3988 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3990 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.9pt\"></span></span><span class=\"ps3989\">133<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3991 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3993 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.63pt\"></span></span><span class=\"ps3992\">138<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1492 ss121\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Future salary growth (+0.25% <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss120\"><span class=\"f charStyle-301c4e7c ps17\">movement)<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3994 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.63pt\"></span></span><span class=\"ps3992\">138<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3995 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3997 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.36pt\"></span></span><span class=\"ps3996\">146<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3998 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4000 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The defined benefit obligation is not materially sensitive to a reasonable potential change </span></div><div class=\"ps4001 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">in the assumed mortality rate.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherNoncurrentLiabilitiesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-296": {
   "value": "<div class=\"ps4003 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7.12 Trade payables and other current liabilities</span></div><div class=\"ps4004 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Trade payables are non-interest bearing and are normally settled on 60-day terms. Trade </span></div><div class=\"ps4005 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">payables totaled USD\u00a054,805 thousand at December 31, 2025 (USD\u00a067,658 thousand at </span></div><div class=\"ps4006 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">December 31, 2024). This decrease is a result of payments made for capital expenditures.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Other current liabilities comprise the following:</span></div><div class=\"ps1716 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Accrued liabilities<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29pt\"></span></span><span class=\"ps4007\">29,124<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.53pt\"></span></span><span class=\"ps2836\">29,968<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">For invoices not yet received<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.47pt\"></span></span><span class=\"ps2833\">27,119<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.35pt\"></span></span><span class=\"ps2344\">28,048<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Royalties<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2541 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.95pt\"></span></span><span class=\"ps4008\">456<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2543 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.78pt\"></span></span><span class=\"ps4009\">622<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1872 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Sales commissions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2544 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.7pt\"></span></span><span class=\"ps4010\">537<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2546 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.15pt\"></span></span><span class=\"ps4011\">481<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1876 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Staff association costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2548 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.05pt\"></span></span><span class=\"ps3476\">647<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2550 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.95pt\"></span></span><span class=\"ps4008\">588<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1881 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2552 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.25pt\"></span></span><span class=\"ps3450\">365<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2554 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.78pt\"></span></span><span class=\"ps4009\">229<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1888 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Advances received<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2555 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.71pt\"></span></span><span class=\"ps3591\">281,016<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2557 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.38pt\"></span></span><span class=\"ps4012\">323,915<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1895 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Deferred income<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4014 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.15pt\"></span></span><span class=\"ps4013\">1,312<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4015 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.15pt\"></span></span><span class=\"ps4011\">814<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1902 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Employee-related liabilities<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4017 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.02pt\"></span></span><span class=\"ps4016\">21,842<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4018 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.65pt\"></span></span><span class=\"ps3480\">23,458<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1909 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Wages<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4020 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.7pt\"></span></span><span class=\"ps4019\">1,159<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4021 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.78pt\"></span></span><span class=\"ps2706\">2,078<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps491 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Earned holiday entitlement, incentives<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4022 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.24pt\"></span></span><span class=\"ps649\">14,678<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4024 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31pt\"></span></span><span class=\"ps4023\">15,758<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1919 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Payroll taxes<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3598 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.77pt\"></span></span><span class=\"ps3341\">1,407<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3600 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.2pt\"></span></span><span class=\"ps3174\">1,310<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1926 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps3549\">Social security costs<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4025 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.45pt\"></span></span><span class=\"ps3141\">4,598<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4027 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.51pt\"></span></span><span class=\"ps4026\">4,312<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1931 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4029 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.48pt\"></span></span><span class=\"ps4028\">15<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4030 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:49pt\"></span></span><span class=\"ps3449\">2<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4031 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4033 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.17pt\"></span></span><span class=\"ps4032\">333,309<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4035 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.22pt\"></span></span><span class=\"ps4034\">378,157<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4036 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Advances received relate to prepayments from customers for future wafer sales of </span></div><div class=\"ps4037 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">USD\u00a043,567 thousand (December 31, 2024: USD\u00a040,718 thousand) and capacity </span></div><div class=\"ps4038 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reservation deposits received under long\u2011term agreements concluded with customers of </span></div><div class=\"ps4039 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">USD\u00a0237,449 thousand (December 31, 2024: USD\u00a0283,197 thousand). These amounts </span></div><div class=\"ps4040 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">represent contract liabilities as defined in IFRS 15 and, depending on the respective </span></div><div class=\"ps4041 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">agreements with the customer, will be settled by offsetting advances received against </span></div><div class=\"ps4042 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">deliveries of wafers made or by settlement against trade accounts receivable within the </span></div><div class=\"ps4043 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">next three to five years.</span></div><div class=\"ps4044 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">All prepayments from customers for future wafer sales and capacity reservation deposits </span></div><div class=\"ps4045 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are recorded as current or non-current based on the usual classification principles, i.e., </span></div><div class=\"ps4046 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">items that are settled within the normal operating cycle are classified as current, even if </span></div><div class=\"ps4047 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">they are expected to be settled after twelve months. However, the Group expects </span></div><div class=\"ps4048 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">prepayments from customers for future wafer sales and capacity reservation deposits </span></div><div class=\"ps4049 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">totaling USD\u00a0132,005 thousand to be settled after more than 12 months (December 31, </span></div><div class=\"ps4050 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">2024:.USD\u00a0225,311 thousand).</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherPayablesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-297": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">7</span><span class=\"f charStyle-49267a50 ps4052\">.13 Provisions</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Provisions comprise the following:<span class=\"f ps9\"> </span></span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Current provisions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.71pt\"></span></span><span class=\"ps4053\">13,365<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.88pt\"></span></span><span class=\"ps4054\">11,978<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Non-current provisions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.95pt\"></span></span><span class=\"ps4008\">885<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.84pt\"></span></span><span class=\"ps4055\">54<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.36pt\"></span></span><span class=\"ps4056\">14,250<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.06pt\"></span></span><span class=\"ps4057\">12,032<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps3979 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Current provisions primarily relate to warranty costs.</span></div><div class=\"ps1060 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Warranty provisions are estimated based on the Group\u2019s experience of past claim rates </span></div><div class=\"ps1061 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and </span><span class=\"f charStyle-689528e1 ps4058\">knowledge</span><span class=\"f charStyle-689528e1 ps4059\"> of current claims together with an assessment of rectification costs. </span></div><div class=\"ps1062 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Customers can raise claims within six months from the date of delivery. Increased business </span></div><div class=\"ps1063 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">volumes resulted in an increase in warranty provisions in the financial year.</span></div><div class=\"ps1064 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Non-current provisions refer to anniversary bonuses for employees accounted for in </span></div><div class=\"ps1065 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">accordance with IAS\u00a019, which include estimates of future staff turnover, based on the </span></div><div class=\"ps1066 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Group\u2019s experience of staff turnover rates in recent years.</span></div><div class=\"ps4060 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The movements on provisions during the year were as follows:</span></div><div class=\"ps4096 ss0\"><div class=\"ss71 ws0 ps186\"><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:110.25pt\"></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:24.75pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss121\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3985 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-d58c8238 ps4061\"><span style=\"background-color:inherit\">Warranty </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-d58c8238 ps4062\"><span style=\"background-color:inherit\">provisions</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1722 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-d58c8238 ps4063\"><span style=\"background-color:inherit\">Employee </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-d58c8238 ps4062\"><span style=\"background-color:inherit\">provisions</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps4064\">Other</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3336\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1385 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-4f1be8d6 ps17\">January 1, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3988 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.01pt\"></span></span><span class=\"ps4065\">11,484<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3990 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.08pt\"></span></span><span class=\"ps2737\">416<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3991 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.04pt\"></span></span><span class=\"ps4066\">132<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3993 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.06pt\"></span></span><span class=\"ps4057\">12,032<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1392 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Provided for<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4068 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.67pt\"></span></span><span class=\"ps4067\">7,917<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4070 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.46pt\"></span></span><span class=\"ps4069\">623<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4072 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.6pt\"></span></span><span class=\"ps4071\">469<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4073 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.41pt\"></span></span><span class=\"ps1963\">9,009<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2862 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Utilized<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4075 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.4pt\"></span></span><span class=\"ps4074\">(6,598)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4077 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.62pt\"></span></span><span class=\"ps4076\">(43)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4078 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4079 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.6pt\"></span></span><span class=\"ps3323\">(6,641)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2570 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Released<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4080 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.31pt\"></span></span><span class=\"ps2453\">(134)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4082 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.91pt\"></span></span><span class=\"ps4081\">(1)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2572 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:36.29pt\"></span></span><span class=\"ps4083\">(234)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2573 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.79pt\"></span></span><span class=\"ps4084\">(369)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2574 ss121\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Effect of changes in <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss120\"><span class=\"f charStyle-301c4e7c ps17\">exchange rates</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4085 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.53pt\"></span></span><span class=\"ps3551\">154<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4087 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.74pt\"></span></span><span class=\"ps4086\">10<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4089 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.25pt\"></span></span><span class=\"ps4088\">55<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4091 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.8pt\"></span></span><span class=\"ps4090\">219<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2760 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4093 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.48pt\"></span></span><span class=\"ps4092\">12,823<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4095 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.84pt\"></span></span><span class=\"ps4094\">1,005<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3643 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.79pt\"></span></span><span class=\"ps2042\">422<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3645 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.36pt\"></span></span><span class=\"ps4056\">14,250<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps449 ss0\"><div class=\"ss71 ws0 ps326\"><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:110.25pt\"></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:24.75pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss121\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-d58c8238 ps17\"><span style=\"background-color:inherit\">in thousands of U.S. dollars</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3985 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-d58c8238 ps4061\"><span style=\"background-color:inherit\">Warranty </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-d58c8238 ps4062\"><span style=\"background-color:inherit\">provisions</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1722 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-d58c8238 ps4063\"><span style=\"background-color:inherit\">Employee </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-d58c8238 ps4062\"><span style=\"background-color:inherit\">provisions</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps4064\">Other</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps3336\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1385 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-4f1be8d6 ps17\">January 1, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3988 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.03pt\"></span></span><span class=\"ps4097\">8,523<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3990 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.51pt\"></span></span><span class=\"ps1469\">593<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3991 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.66pt\"></span></span><span class=\"ps3772\">716<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3993 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.77pt\"></span></span><span class=\"ps3468\">9,832<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1392 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Provided for<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4068 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.19pt\"></span></span><span class=\"ps2448\">6,696<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4070 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.11pt\"></span></span><span class=\"ps4098\">29<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4072 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.91pt\"></span></span><span class=\"ps3112\">237<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4073 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.75pt\"></span></span><span class=\"ps2520\">6,962<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2862 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Utilized<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4075 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.91pt\"></span></span><span class=\"ps3639\">(3,563)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4077 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.25pt\"></span></span><span class=\"ps3450\">(212)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4078 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.58pt\"></span></span><span class=\"ps4099\">(791)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4079 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.37pt\"></span></span><span class=\"ps4100\">(4,566)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2570 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Released<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4080 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.04pt\"></span></span><span class=\"ps2426\">(125)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4082 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.91pt\"></span></span><span class=\"ps4081\">(1)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2572 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2573 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.69pt\"></span></span><span class=\"ps4101\">(126)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2574 ss121\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Effect of changes in <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss120\"><span class=\"f charStyle-301c4e7c ps17\">exchange rates</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4085 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.83pt\"></span></span><span class=\"ps4102\">(47)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4087 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.89pt\"></span></span><span class=\"ps4103\">7<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4089 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.29pt\"></span></span><span class=\"ps4104\">(30)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4091 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.5pt\"></span></span><span class=\"ps4105\">(70)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2760 ss122\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4093 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.01pt\"></span></span><span class=\"ps4065\">11,484<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4095 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.08pt\"></span></span><span class=\"ps2737\">416<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3643 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.04pt\"></span></span><span class=\"ps4066\">132<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3645 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.06pt\"></span></span><span class=\"ps4057\">12,032<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfProvisionsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-298": {
   "value": "<div class=\"ps4106 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">8 Notes to the statement of cash flows</span></div><div class=\"ps4107 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The change in trade payables in working capital excludes changes in the amounts of </span></div><div class=\"ps4108 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">outstanding liabilities for additions to property, plant, and equipment, as payments for </span></div><div class=\"ps4109 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">additions to fixed assets are recorded in the statement of cash flows when payment is </span></div><div class=\"ps4110 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">made.</span></div><div class=\"ps4111 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Cash flows from operating activities include significant amounts of receipts of </span></div><div class=\"ps4112 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">prepayments from customers for the future supply of wafers and receipts and <span class=\"f ps9\"> </span></span></div><div class=\"ps4113 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">repayments of capacity reservation deposits received under long-term agreements </span></div><div class=\"ps4114 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">concluded with customers. The amounts of prepayments from customers and capacity </span></div><div class=\"ps4115 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reservation deposits carried forward for offsetting against trade accounts receivable or </span></div><div class=\"ps4116 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">for repayment to customers are disclosed within other current liabilities as reported in </span></div><div class=\"ps4117 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">note\u00a07.12.</span></div><div class=\"ps4118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Non-cash transactions primarily include the settlement of trade accounts receivable by </span></div><div class=\"ps4119 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">offsetting amounts due against customer prepayments and capacity reservation deposits, </span></div><div class=\"ps4120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the recording or depreciation and amortization, the effects of changes in exchange rates </span></div><div class=\"ps4121 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">on the measurement of financial assets and liabilities, allowances recorded against trade </span></div><div class=\"ps4122 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">receivables, and increases and releases of provisions.</span></div><div class=\"ps4123 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The difference between the cash outflows for investments and the additions to property, </span></div><div class=\"ps4124 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">plant, and equipment is primarily due to the level of outstanding invoices for additions </span></div><div class=\"ps4125 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">recorded at the end of the financial year.</span></div><div class=\"ps4126 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group entered into sale and leaseback transactions for property, plant, and </span></div><div class=\"ps4127 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">equipment in 2024. The cash inflow from that transaction was received in 2024 and </span></div><div class=\"ps4128 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amounted to USD\u00a060,584 thousand.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCashFlowStatementExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-299": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">9 Segment reporting</span></div><div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Operating segment</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group manages its CMOS, SiC and MEMS operations as one single operating </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">segment. Operating decisions are taken on a product and technology level by the </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">President and Chief Executive Officer, who is assisted by the parent company\u2019s </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">management team. Accordingly, X\u2011FAB has identified its President and CEO as its chief </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">operating decision maker for the purposes of defining segments in accordance with </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">IFRS\u00a08. No separate operating results for the CMOS, SiC and MEMS operations are used </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">by the chief operating decision maker to manage X\u2011FAB\u2019s operations, assess </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">performance, or make resource allocation decisions. As a result, X\u2011FAB has determined </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">that its operations constitute one single segment.</span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Geographic concentrations</span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following table shows an analysis of revenue (based on the customer\u2019s billing location) </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and non-current assets by geographic area for the reporting period.</span></div><div class=\"ps1297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Revenue by geographic area:</span></div><div class=\"ps4184 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Europe<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.65pt\"></span></span><span class=\"ps4131\">586,835<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:20.51pt\"></span></span><span class=\"ps4132\">550,500<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Belgium<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.28pt\"></span></span><span class=\"ps4133\">379,493<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.27pt\"></span></span><span class=\"ps4134\">365,731<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.53pt\"></span></span><span class=\"ps4135\">94,456<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.15pt\"></span></span><span class=\"ps3293\">94,849<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">United Kingdom<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.8pt\"></span></span><span class=\"ps4136\">54,836<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.2pt\"></span></span><span class=\"ps4137\">50,646<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Austria<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.65pt\"></span></span><span class=\"ps4138\">12,836<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.92pt\"></span></span><span class=\"ps4139\">13,756<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">France<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.41pt\"></span></span><span class=\"ps2460\">18,583<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.58pt\"></span></span><span class=\"ps2632\">7,688<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2896 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Switzerland<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3158 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.32pt\"></span></span><span class=\"ps2511\">8,400<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3160 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.45pt\"></span></span><span class=\"ps3141\">5,864<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2578 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Sweden<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2580 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.07pt\"></span></span><span class=\"ps3586\">5,543<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2582 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.71pt\"></span></span><span class=\"ps3295\">1,646<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4140 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Denmark<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4142 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.23pt\"></span></span><span class=\"ps4141\">3,239<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4144 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.97pt\"></span></span><span class=\"ps4143\">2,090<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1584 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.68pt\"></span></span><span class=\"ps4145\">3,775<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4148 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.1pt\"></span></span><span class=\"ps4147\">2,566<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4149 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Netherlands<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4151 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.24pt\"></span></span><span class=\"ps4150\">2,404<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.16pt\"></span></span><span class=\"ps1390\">1,947<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Finland<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4154 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.32pt\"></span></span><span class=\"ps1464\">1,904<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.27pt\"></span></span><span class=\"ps4155\">1,429<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4157 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Ireland<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4159 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.01pt\"></span></span><span class=\"ps4158\">1,366<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4161 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.25pt\"></span></span><span class=\"ps4160\">2,288<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4162 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Asia<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4164 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.62pt\"></span></span><span class=\"ps4163\">205,188<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4165 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.42pt\"></span></span><span class=\"ps3660\">186,368<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4166 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">China<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4168 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.28pt\"></span></span><span class=\"ps4167\">109,222<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4170 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.2pt\"></span></span><span class=\"ps4169\">102,537<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4171 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Japan<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4173 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.48pt\"></span></span><span class=\"ps4172\">50,006<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4174 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.13pt\"></span></span><span class=\"ps3573\">31,297<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4175 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Singapore<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4177 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.98pt\"></span></span><span class=\"ps4176\">11,818<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4179 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.38pt\"></span></span><span class=\"ps4178\">13,548<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3010 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Thailand<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4181 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.26pt\"></span></span><span class=\"ps4180\">11,326<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4183 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.16pt\"></span></span><span class=\"ps4182\">23,224<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps449 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Taiwan<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.01pt\"></span></span><span class=\"ps4185\">8,245<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.92pt\"></span></span><span class=\"ps3176\">5,571<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">South Korea<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.12pt\"></span></span><span class=\"ps2028\">8,560<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.43pt\"></span></span><span class=\"ps4186\">8,137<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">New Zealand<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.6pt\"></span></span><span class=\"ps4187\">3,513<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.51pt\"></span></span><span class=\"ps4188\">425<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Malaysia<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.94pt\"></span></span><span class=\"ps4189\">1,902<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.6pt\"></span></span><span class=\"ps4071\">898<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.01pt\"></span></span><span class=\"ps3247\">596<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.93pt\"></span></span><span class=\"ps4190\">731<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3379 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">United States of America<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4192 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.58pt\"></span></span><span class=\"ps4191\">77,184<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4194 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.47pt\"></span></span><span class=\"ps4193\">77,244<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3473 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Rest of the world<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3475 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.7pt\"></span></span><span class=\"ps3445\">1,048<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3477 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.66pt\"></span></span><span class=\"ps2397\">2,271<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3536 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3537 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.85pt\"></span></span><span class=\"ps2310\">870,255<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3539 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.58pt\"></span></span><span class=\"ps2312\">816,383<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4195 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Non-current assets by geographic area:</span></div><div class=\"ps4204 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Malaysia<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:22.56pt\"></span></span><span class=\"ps2339\">698,439<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:21.63pt\"></span></span><span class=\"ps4196\">607,040<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">France<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.08pt\"></span></span><span class=\"ps4197\">237,768<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.89pt\"></span></span><span class=\"ps4198\">248,627<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.07pt\"></span></span><span class=\"ps1738\">205,192<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.11pt\"></span></span><span class=\"ps4199\">185,263<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">United States of America<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.6pt\"></span></span><span class=\"ps4200\">95,427<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.2pt\"></span></span><span class=\"ps4201\">117,463<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:17.4pt\"></span></span><span class=\"ps4202\">1,236,826<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:19.11pt\"></span></span><span class=\"ps4203\">1,158,393<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps2479 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">As from 2025, the figures presented in the table above exclude the effects of deferred tax </span></div><div class=\"ps1190 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">assets and financial instruments. This presentation change has also been reflected in the </span></div><div class=\"ps1191 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">comparative information.</span></div><div class=\"ps4205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Significant customers</span></div><div class=\"ps4206 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has one (2024: one) customer whose revenues exceeded 10% of the Group\u2019s </span></div><div class=\"ps4207 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">consolidated external revenues. The total revenue from this customer amounted to </span></div><div class=\"ps1195 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">USD\u00a0377,156 thousand in 2025 (2024: USD 364,240 thousand).</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEntitysReportableSegmentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-300": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">10 Financial instruments \u2013 fair values and risk management</span></div><div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Accounting classifications and fair values<span class=\"f ps9\"> </span></span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following tables show the carrying amounts and fair values of financial assets and </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">financial liabilities measured at fair value through profit or loss and measured at amortized </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">cost, respectively, including their levels in the fair value hierarchy. </span></div><div class=\"ps4252 ss0\"><div class=\"ss129 ws0 ps186\"><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:41.25pt\"></td><td style=\"padding:0;width:41.25pt\"></td><td style=\"padding:0;width:41.25pt\"></td><td style=\"padding:0;width:41.25pt\"></td><td style=\"padding:0;width:41.25pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #507798;padding:0\"><div class=\"ps1 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps2284 ss124\"><div><div class=\"ps4210 ss123\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps4213 ss126\" style=\"overflow:hidden\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-d58c8238 ps4211\"><span style=\"background-color:inherit\">Carrying </span></span></div><div class=\"ps907 ss125\"><span class=\"f charStyle-d58c8238 ps4212\"><span style=\"background-color:inherit\">amount</span></span></div></div></div></td><td colspan=\"4\" style=\"background-color:#507798;border-bottom:0.5pt solid #ffffff;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps4215 ss128\"><div><div class=\"ps906 ss127\"><span class=\"f charStyle-7d5d96ad ps4214\">Fair value<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps4217 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-7d5d96ad ps4216\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps4219 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-7d5d96ad ps4218\">Level 1<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps4221 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-7d5d96ad ps4220\">Level 2<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps4223 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-7d5d96ad ps4222\">Level 3<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;border-top:0.5pt solid #ffffff;padding:0\"><div class=\"ps4224 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-7d5d96ad ps4216\">Total<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4225 ss124\" style=\"overflow:hidden\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-4f1be8d6 ps17\">Financial assets measured at <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss123\"><span class=\"f charStyle-4f1be8d6 ps17\">amortized cost<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3912 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Trade and other receivables<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4227 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:8.28pt\"></span></span><span class=\"ps4226\">88,990<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3421 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Cash and cash equivalents<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4229 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:9.12pt\"></span></span><span class=\"ps4228\">194,314<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2434 ss124\" style=\"overflow:hidden\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-25eb8b31 ps17\">Financial liabilities measured at </span></div><div class=\"ps907 ss123\"><span class=\"f charStyle-25eb8b31 ps17\">amortized cost<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3473 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Trade payables<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4231 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:5.84pt\"></span></span><span class=\"ps4230\">(54,805)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1501 ss124\" style=\"overflow:hidden\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Bank loans, overdrafts, and lease <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss123\"><span class=\"f charStyle-301c4e7c ps17\">liabilities</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4233 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:0.25pt\"></span></span><span class=\"ps4232\">(480,407)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4235 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:0.43pt\"></span></span><span class=\"ps4234\">(483,046)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4236 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:0.43pt\"></span></span><span class=\"ps4234\">(483,046)</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td colspan=\"6\" style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4237 ss130\"><div><div class=\"ps906 ss129\"><span class=\"f charStyle-7d5d96ad ps17\">December 31, 2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4238 ss124\" style=\"overflow:hidden\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-4f1be8d6 ps17\">Financial assets measured at <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss123\"><span class=\"f charStyle-4f1be8d6 ps17\">amortized cost<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps249 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Trade and other receivables<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4240 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:8.64pt\"></span></span><span class=\"ps4239\">96,648<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4241 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Cash and cash equivalents<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps4243 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:7.99pt\"></span></span><span class=\"ps4242\">215,837<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps652 ss124\" style=\"overflow:hidden\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-25eb8b31 ps17\">Financial liabilities measured at <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss123\"><span class=\"f charStyle-25eb8b31 ps17\">amortized cost</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4244 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Trade payables<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4246 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:6.39pt\"></span></span><span class=\"ps4245\">(67,658)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps120 ss124\" style=\"overflow:hidden\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps17\">Bank loans, overdrafts, and lease <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss123\"><span class=\"f charStyle-301c4e7c ps17\">liabilities</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4248 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:6.25pt\"></span></span><span class=\"ps4247\">(414,133)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4250 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:6.92pt\"></span></span><span class=\"ps4249\">(418,212)</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4251 ss126\"><div><div class=\"ps906 ss125\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:6.92pt\"></span></span><span class=\"ps4249\">(418,212)</span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4253 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Financial instruments measured at amortized cost<span class=\"f ps9\"> </span></span></div><div class=\"ps4254 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The carrying amount of cash and cash equivalents, bank overdrafts, trade and other </span></div><div class=\"ps4255 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">receivables, and trade payables approximates their fair value due to the short-term </span></div><div class=\"ps4256 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">maturity of these financial instruments.</span></div><div class=\"ps4257 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The fair value of the Group\u2019s non-current liabilities is based on their present values </span></div><div class=\"ps4258 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">calculated by discounting future cash flows at current rates of interest available for debt </span></div><div class=\"ps4259 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">with the same maturity profile.</span></div><div class=\"ps4260 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group\u2019s principal financial instruments not carried at fair value are cash and cash </span></div><div class=\"ps4261 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">equivalents, trade receivables, other current assets, other non-current assets, trade and </span></div><div class=\"ps4262 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">other payables, bank overdrafts, and long-term borrowings.</span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">There have been no transfers of assets or liabilities between levels of the fair value </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">hierarchy in the current or previous year.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Financial assets and liabilities accounted for at fair value through profit or loss</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group held no financial instruments measured at fair value through profit or loss at </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">December 31, 2025 or December 31, 2024.</span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group entered into forward foreign exchange contracts to offset the changes in value </span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">of loans and borrowings not denominated in the reporting currency in the financial year </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">2025. All derivative financial instruments used during the financial year matured before or </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">on the balance sheet date. Hedge accounting was not applied.</span></div><div class=\"ps2120 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Financial assets and liabilities accounted for at fair value through other </span></div><div class=\"ps2183 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">comprehensive income</span></div><div class=\"ps2098 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group held no financial assets and liabilities accounted for at fair value through other </span></div><div class=\"ps2099 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">comprehensive income in the current or previous financial year.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFairValueOfFinancialInstrumentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-301": {
   "value": "<div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Financial assets and liabilities accounted for at fair value through profit or loss</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group held no financial instruments measured at fair value through profit or loss at </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">December 31, 2025 or December 31, 2024.</span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group entered into forward foreign exchange contracts to offset the changes in value </span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">of loans and borrowings not denominated in the reporting currency in the financial year </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">2025. All derivative financial instruments used during the financial year matured before or </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">on the balance sheet date. Hedge accounting was not applied.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-302": {
   "value": "<div class=\"ps2184 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Management of risks arising from financial instruments</span></div><div class=\"ps1371 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The X\u2011FAB SE Group\u2019s principal financial liabilities comprise bank loans and bank </span></div><div class=\"ps1372 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">overdrafts, and trade payables. The main purpose of these financial liabilities is to finance </span></div><div class=\"ps1373 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the Group\u2019s operations. The Group has various financial assets, such as trade receivables </span></div><div class=\"ps1298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">and cash and short-term deposits, which arise directly from its operations. </span></div><div class=\"ps733 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Financial assets in the form of free short-term cash available are placed on deposit with </span></div><div class=\"ps734 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">banks with a high credit rating.</span></div><div class=\"ps758 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Deliveries made by the Group are subject to the reservation of proprietary rights until the </span></div><div class=\"ps759 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">customer has paid for the goods. Generally, further security is not obtained.</span></div><div class=\"ps4263 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">While the Group did not hold any derivative financial instruments in the current or previous <span class=\"f ps9\"> </span></span></div><div class=\"ps4264 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">year, it does, from time to time, enter into derivative financial instruments to manage the </span></div><div class=\"ps4265 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">foreign exchange risks and interest rate arising from the Group\u2019s sources of finance where </span></div><div class=\"ps763 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the risks of financial loss or the liquidity risk appears excessive. Such transactions are <span class=\"f ps9\"> </span></span></div><div class=\"ps764 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">exclusively entered into to reduce the risk of contractually agreed or highly probable </span></div><div class=\"ps765 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">transactions. These transactions are classified as FVTPL for accounting purposes because </span></div><div class=\"ps4266 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the Group does not formally account for them using hedge accounting techniques.<span class=\"f ps9\"> </span></span></div><div class=\"ps767 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The primary risks arising from the Group\u2019s financial instruments are market risks (interest </span></div><div class=\"ps768 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">rate and foreign currency risks), credit risk, and liquidity risk. The Board of Directors </span></div><div class=\"ps769 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">reviews and agrees policies for managing each of these risks. The primary objective in </span></div><div class=\"ps770 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">managing these risks is to minimize the risk of financial loss and the risk of any interference </span></div><div class=\"ps1213 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">with the Group\u2019s ability to pursue its commercial objectives. The policies followed in </span></div><div class=\"ps2275 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">respect of each risk are summarized below.</span></div><div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Interest rate risk</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The X\u2011FAB SE Group\u2019s exposure to the risk of changes in market interest rates relates </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">primarily to the Group\u2019s long-term debt obligations with floating interest rates. The </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Group\u2019s policy is to manage its interest cost using a mix of fixed and variable rate debts. </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">To manage this, the Group might enter into interest rate swaps, in which the Group agrees </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to exchange, at specified intervals, the difference between fixed and variable rate interest </span></div><div class=\"ps778 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">amounts calculated by reference to an agreed-upon notional principal amount. </span></div><div class=\"ps779 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">At December 31, 2025, approximately 15% of the Group\u2019s borrowings (excluding financial </span></div><div class=\"ps780 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">leases) are at a fixed rate of interest (December 31, 2024: 20%).</span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Foreign currency risk</span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group\u2019s statement of financial position can be affected by changes in the dollar </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">exchange rates, in particular movements against the euro (EUR) and the Malaysian ringgit </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">(MYR). This risk mainly relates to transactions in foreign currency.</span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The following tables provide an analysis of monetary assets and liabilities by currency </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">denomination, expressed in thousands of USD.</span></div><div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Assets and liabilities denominated in EUR:</span></div><div class=\"ps4273 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade accounts receivable<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.19pt\"></span></span><span class=\"ps1983\">18,400<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.33pt\"></span></span><span class=\"ps4268\">24,777<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.3pt\"></span></span><span class=\"ps4269\">52,864<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.24pt\"></span></span><span class=\"ps649\">39,461<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Cash<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.65pt\"></span></span><span class=\"ps4138\">78,210<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.25pt\"></span></span><span class=\"ps1428\">66,238<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Liabilities<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade payables<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.44pt\"></span></span><span class=\"ps1745\">21,083<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.42pt\"></span></span><span class=\"ps4270\">13,226<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2896 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3158 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.38pt\"></span></span><span class=\"ps3616\">272,900<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3160 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:23.51pt\"></span></span><span class=\"ps4271\">234,634<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2578 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other liabilities and provisions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2580 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.56pt\"></span></span><span class=\"ps4272\">106,200<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2582 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.36pt\"></span></span><span class=\"ps2613\">119,606<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Assets and liabilities denominated in MYR:</span></div><div class=\"ps1716 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade accounts receivable<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.94pt\"></span></span><span class=\"ps2707\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:48.59pt\"></span></span><span class=\"ps4274\">8<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.87pt\"></span></span><span class=\"ps4275\">167<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.22pt\"></span></span><span class=\"ps4276\">517<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Cash<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.2pt\"></span></span><span class=\"ps3559\">35,041<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.67pt\"></span></span><span class=\"ps4277\">25,551<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Liabilities<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade payables<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.9pt\"></span></span><span class=\"ps1893\">422<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.89pt\"></span></span><span class=\"ps4278\">555<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2896 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Loans and borrowings<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3158 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.55pt\"></span></span><span class=\"ps4279\">25,161<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3160 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.29pt\"></span></span><span class=\"ps4280\">27,362<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2904 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other liabilities and provisions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4282 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.86pt\"></span></span><span class=\"ps4281\">2,058<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4284 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.85pt\"></span></span><span class=\"ps4283\">1,767<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4285 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group\u2019s policy is to manage selected foreign currency exchange risk by entering </span></div><div class=\"ps4286 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">into forward rate currency purchase or sale transactions (currency forwards) for specific </span></div><div class=\"ps4287 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amounts of foreign currencies in anticipation of transactions which are contractually fixed </span></div><div class=\"ps4288 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">or highly probable.</span></div><div class=\"ps4289 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The following exchange rates were used in preparing the consolidated financial </span></div><div class=\"ps4290 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">statements:</span></div><div class=\"ps4294 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">USD/EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Closing rate<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.88pt\"></span></span><span class=\"ps4291\">0.851<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.78pt\"></span></span><span class=\"ps2706\">0.957<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Average rate<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.27pt\"></span></span><span class=\"ps4292\">0.885<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.48pt\"></span></span><span class=\"ps3143\">0.924<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">USD/MYR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Closing rate<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.31pt\"></span></span><span class=\"ps3939\">4.047<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.6pt\"></span></span><span class=\"ps3469\">4.465<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Average rate<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3155 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.78pt\"></span></span><span class=\"ps2706\">4.284<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:33.46pt\"></span></span><span class=\"ps4293\">4.575<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4295 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group also has currency exposures arising from sales or purchases made when </span></div><div class=\"ps4296 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">operating units undertake transactions in currencies other than their functional currencies.</span></div><div class=\"ps4297 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Approximately 43% (2024: 41%) of the Group\u2019s sales and 50% (2024: 45%) of the Group\u2019s </span></div><div class=\"ps4298 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">costs are denominated in currencies other than the functional currency of the operating </span></div><div class=\"ps4299 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">unit making the sales.</span></div><div class=\"ps4300 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The following table demonstrates the sensitivity to changes in fair value of monetary </span></div><div class=\"ps4301 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">assets and liabilities on the Group\u2019s profit before tax to reasonably possible changes in the </span></div><div class=\"ps4302 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">USD/EUR and USD/MYR exchange rates, with all other variables held constant and </span></div><div class=\"ps4303 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">excluding effects of foreign exchange related derivatives held. We have also assessed that </span></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">the sensitivity to changes in fair value of monetary assets and liabilities to profit before tax </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">is a good approximation of the effect on equity of the Group as the associated tax effect </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">would not be significant.</span></div><div class=\"ps4341 ss0\"><div class=\"ss71 ws0 ps186\"><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:69.75pt\"></td><td style=\"padding:0;width:140.25pt\"></td><td style=\"padding:0;width:140.25pt\"></td></tr><tr style=\"height:35.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss39\"><div><div class=\"ps906 ss27\"><span class=\"f charStyle-7d5d96ad ps17\">USD/EUR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4305 ss132\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-7d5d96ad ps4304\">Increase/(decrease) in EUR rate<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4307 ss132\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-7d5d96ad ps4306\">Effect on profit before tax<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2739 ss133\"><div><div class=\"ps906 ss27\"><span class=\"f charStyle-301c4e7c ps17\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4310 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4308\"></span><span class=\"ps4308\">5</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4312 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:108.7pt\"></span></span><span class=\"ps4311\">(12,535)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4314 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4313\"></span><span class=\"ps4313\">-5</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4316 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:111.81pt\"></span></span><span class=\"ps4315\">12,535<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2526 ss133\"><div><div class=\"ps906 ss27\"><span class=\"f charStyle-301c4e7c ps17\">2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4317 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4308\"></span><span class=\"ps4308\">5</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4319 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:110.58pt\"></span></span><span class=\"ps4318\">(11,293)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4320 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4313\"></span><span class=\"ps4313\">-5</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4322 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:113.69pt\"></span></span><span class=\"ps4321\">11,293<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:35.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3386 ss39\"><div><div class=\"ps906 ss27\"><span class=\"f charStyle-7d5d96ad ps17\">USD/MYR<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4324 ss132\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-d58c8238 ps4323\"><span style=\"background-color:inherit\">Increase/(decrease) in MYR rate</span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4325 ss132\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-7d5d96ad ps4306\">Effect on profit before tax<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4326 ss133\"><div><div class=\"ps906 ss27\"><span class=\"f charStyle-301c4e7c ps17\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4328 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4327\"></span><span class=\"ps4327\">20</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4330 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:114.99pt\"></span></span><span class=\"ps4329\">1,304<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4332 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4331\"></span><span class=\"ps4331\">-20</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4334 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:111.88pt\"></span></span><span class=\"ps4333\">(1,304)</span></span></div></div></div></td></tr><tr style=\"height:8.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1602 ss133\"><div><div class=\"ps906 ss27\"><span class=\"f charStyle-301c4e7c ps17\">2024<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4335 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4327\"></span><span class=\"ps4327\">20</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4337 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:117.55pt\"></span></span><span class=\"ps4336\">(722)</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4338 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4331\"></span><span class=\"ps4331\">-20</span><span class=\"ps4309\">%</span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4340 ss134\"><div><div class=\"ps906 ss131\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:120.66pt\"></span></span><span class=\"ps4339\">722<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4342 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group believes that a reasonably possible change of other exchange rates, with all </span></div><div class=\"ps4343 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">other variables held constant, will not have a significant effect on the Group\u2019s profit before </span></div><div class=\"ps4344 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">tax and on the Group\u2019s equity.</span></div><div class=\"ps4345 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The currency risk from translating foreign entities with a functional currency that is </span></div><div class=\"ps4346 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">different from the presentation currency can be considered to be immaterial as it relates </span></div><div class=\"ps4347 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to non-significant entities.</span></div><div class=\"ps4348 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Credit risk</span></div><div class=\"ps4349 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group\u2019s primary credit risk concentrations affecting financial assets are in respect of </span></div><div class=\"ps4350 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">trade receivables (described in note 7.5), balances with related parties (note 12), and </span></div><div class=\"ps4351 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">balances and short-term deposits at banks (note 7.7).</span></div><div class=\"ps4352 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group only trades with recognized, creditworthy third parties. It is the Group\u2019s policy </span></div><div class=\"ps4353 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">that all customers who wish to trade on credit terms are subject to credit verification </span></div><div class=\"ps4354 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">procedures. In addition, receivables balances are monitored on an ongoing basis to ensure </span></div><div class=\"ps4355 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">that the Group is not exposed to significant risk of credit loss. The maximum exposure is </span></div><div class=\"ps4356 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">represented by the carrying amounts disclosed in notes 7.5 and 7.6. With respect to credit </span></div><div class=\"ps4357 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">risk arising from financial assets, including cash and cash equivalents, the Group\u2019s </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">maximum exposure to credit risk arising from default of the counterparty is equal to their </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">carrying amounts in the statement of financial position.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has not recorded any expected credit losses for cash and cash equivalents as it </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">considers that any measurement of the 12-month expected loss would be an insignificant </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amount given the good credit rating of the respective banks.</span></div><div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Liquidity risk</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group monitors its risk of a shortage of funds and of difficulties in meeting obligations </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">associated with financial liabilities. The Group\u2019s objective is to maintain a balance between </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">continuity of funding and flexibility through the use of bank loans, bank overdrafts, and </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">other financial instruments. Based on the positive cash flow projections and the excess of </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">current assets over current liabilities, there was no significant liquidity risk at December 31, </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">2025, or December 31, 2024. The expected cash inflows from trade and other receivables </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">maturing within two months total USD\u00a088,990 thousand (December 31, 2024: USD\u00a096,647 </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">thousand). Trade accounts payables are due within the next 12 months. An analysis of the </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">maturity of financial liabilities and available credit lines is presented in note\u00a07.10.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialRiskManagementExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-303": {
   "value": "<div class=\"ps4348 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps5\">Credit risk</span></div><div class=\"ps4349 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group\u2019s primary credit risk concentrations affecting financial assets are in respect of </span></div><div class=\"ps4350 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">trade receivables (described in note 7.5), balances with related parties (note 12), and </span></div><div class=\"ps4351 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">balances and short-term deposits at banks (note 7.7).</span></div><div class=\"ps4352 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group only trades with recognized, creditworthy third parties. It is the Group\u2019s policy </span></div><div class=\"ps4353 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">that all customers who wish to trade on credit terms are subject to credit verification </span></div><div class=\"ps4354 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">procedures. In addition, receivables balances are monitored on an ongoing basis to ensure </span></div><div class=\"ps4355 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">that the Group is not exposed to significant risk of credit loss. The maximum exposure is </span></div><div class=\"ps4356 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">represented by the carrying amounts disclosed in notes 7.5 and 7.6. With respect to credit </span></div><div class=\"ps4357 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">risk arising from financial assets, including cash and cash equivalents, the Group\u2019s </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">maximum exposure to credit risk arising from default of the counterparty is equal to their </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">carrying amounts in the statement of financial position.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has not recorded any expected credit losses for cash and cash equivalents as it </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">considers that any measurement of the 12-month expected loss would be an insignificant </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">amount given the good credit rating of the respective banks.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCreditRiskExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-304": {
   "value": "<div class=\"ps2181 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-9076dea9 ps874\">Liquidity risk</span></div><div class=\"ps2118 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group monitors its risk of a shortage of funds and of difficulties in meeting obligations </span></div><div class=\"ps1339 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">associated with financial liabilities. The Group\u2019s objective is to maintain a balance between </span></div><div class=\"ps962 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">continuity of funding and flexibility through the use of bank loans, bank overdrafts, and </span></div><div class=\"ps963 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">other financial instruments. Based on the positive cash flow projections and the excess of </span></div><div class=\"ps964 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">current assets over current liabilities, there was no significant liquidity risk at December 31, </span></div><div class=\"ps966 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">2025, or December 31, 2024. The expected cash inflows from trade and other receivables </span></div><div class=\"ps931 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">maturing within two months total USD\u00a088,990 thousand (December 31, 2024: USD\u00a096,647 </span></div><div class=\"ps932 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">thousand). Trade accounts payables are due within the next 12 months. An analysis of the </span></div><div class=\"ps935 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">maturity of financial liabilities and available credit lines is presented in note\u00a07.10.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLiquidityRiskExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-305": {
   "value": "<div class=\"ps1205 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Capital management</span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The primary objective of the Group\u2019s capital management is to ensure that it maintains a </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">strong credit rating and healthy capital ratios in order to support its business and maximize </span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">shareholder value. Further, management aims to maintain a stable level of cash balances </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">available for ready use at all times and to at least maintain, or increase, the available cash at </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">the current level and to ensure that it meets financial covenants attached to the interest-</span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">bearing loans and borrowings. These goals can be achieved by a combination of cash </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">inflows and the use of new external new financing arrangements. The Group manages its </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">capital structure (consisting of equity and borrowings) and makes adjustments to it in light </span></div><div class=\"ps796 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">of changes in economic conditions. To adjust its capital structure, the Group may choose </span></div><div class=\"ps797 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">to take measures such as making payments to or adjusting dividend payments made to </span></div><div class=\"ps798 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">shareholders, returning capital to shareholders, or raising new capital by issuing new shares </span></div><div class=\"ps799 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">or adjusting its borrowing levels. No change was made to the Group\u2019s capital management </span></div><div class=\"ps800 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">objectives, policies, or processes during the years ended December 31, 2025, and </span></div><div class=\"ps801 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">December 31, 2024.</span></div><div class=\"ps1333 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group\u2019s two EUR 200,000,000 multicurrency revolving credit facilities are available </span></div><div class=\"ps1334 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">to the parent company and its primary subsidiaries for use for euro and U.S. dollar capital </span></div><div class=\"ps1335 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">expenditures, general working capital requirements and general corporate purposes </span></div><div class=\"ps805 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">(including acquisitions).</span></div><div class=\"ps1027 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group\u2019s two EUR\u00a0200,000,000 multicurrency revolving credit facilities contain </span></div><div class=\"ps1028 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">conditions stating that the borrower shall ensure that the ratio of total net indebtedness </span></div><div class=\"ps1029 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">does not exceed 3 times its EBITDA (3.5 times under certain narrowly defined </span></div><div class=\"ps1030 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">circumstances), otherwise the loan will be repayable on demand. Certain other bank loan </span></div><div class=\"ps1031 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">agreements contain similar requirements. Further, certain lease agreements require </span></div><div class=\"ps1032 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">lenders to consent to additional borrowings should the Group\u2019s ratio of net indebtedness </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">exceed 4 times its EBITDA. The Group was in compliance with these covenants during the </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">financial year and at December 31, 2025.</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group\u2019s multicurrency revolving credit facilities and other bank loan agreements </span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contain further additional covenants typical for such borrowing arrangements which </span></div><div class=\"ps899 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">impose a number of requirements on the borrower, including, among other things, early </span></div><div class=\"ps900 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">termination and set-off of asset balances against matured obligations balances in case of </span></div><div class=\"ps901 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">a material event of default, negative pledge clauses, obligations to provide certain </span></div><div class=\"ps902 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">information relating to the financial condition of the borrower, and change of control </span></div><div class=\"ps903 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">provisions. Early repayments of amounts borrowed may be demanded or offset against </span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">asset balances and renewals or drawdowns of additional tranches under credit </span></div><div class=\"ps806 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arrangements may not be available if there is an event of default or should the Group fail </span></div><div class=\"ps807 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">to meet its other obligations under such terms and conditions. A reclassification of the </span></div><div class=\"ps808 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">borrowings currently presented as non-current liabilities to current liabilities could be </span></div><div class=\"ps809 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">required should a default event or failure occur within 12 months of the reporting date.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfObjectivesPoliciesAndProcessesForManagingCapitalExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-306": {
   "value": "<div class=\"ps810 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps5\">11 Leases</span></div><div class=\"ps936 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group has various lease arrangements for the use of commercial properties, </span></div><div class=\"ps938 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">infrastructure, and technical equipment and machinery. The arrangements run for various <span class=\"f ps9\"> </span></span></div><div class=\"ps812 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">periods until 2038 and carry interest rates between 0.15% and 4.66% (December 31, 2024: </span></div><div class=\"ps813 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">0.15% and 4.66%). The contractual arrangements vary from lease to lease. Some of these </span></div><div class=\"ps939 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">arrangements include purchase options at a price that is lower than the expected fair value </span></div><div class=\"ps940 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of the assets at the end of the lease period, so that the Group expects that these will be </span></div><div class=\"ps794 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">acquired at a later date. Other leases are for a fixed period of time and are renewed unless </span></div><div class=\"ps795 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">canceled by either party, or include lease period extension options exercisable by the </span></div><div class=\"ps796 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Group.</span></div><div class=\"ps1018 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The carrying values of right-of-use assets presented as property, plant, and equipment </span></div><div class=\"ps1019 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">were as follows:</span></div><div class=\"ps4364 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025</span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024</span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-97546f92 ps17\"><span style=\"background-color:inherit\">Net book value January 1</span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.26pt\"></span></span><span class=\"ps3170\">57,153<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#bed4e2;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.88pt\"></span></span><span class=\"ps4359\">17,588<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Additions<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2291 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.91pt\"></span></span><span class=\"ps4360\">1,621<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2293 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.18pt\"></span></span><span class=\"ps2292\">44,074<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Depreciation<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2391 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.05pt\"></span></span><span class=\"ps2615\">(4,780)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2393 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.61pt\"></span></span><span class=\"ps4361\">(4,536)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Disposals<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3146 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3147 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:51.02pt\"></span></span><span class=\"ps4362\">1<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Reclassifications<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3150 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.22pt\"></span></span><span class=\"ps4363\">(17,817)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3152 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.11pt\"></span></span><span class=\"ps4098\">26<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15.75pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3153 ss110\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Net book value December 31<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3155 ss111\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.02pt\"></span></span><span class=\"ps4016\">36,177<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps3156 ss111\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.26pt\"></span></span><span class=\"ps3170\">57,153<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4365 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">For lease arrangements which include extension options exercisable by the Group, the </span></div><div class=\"ps4366 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Group assesses, at the commencement of the lease, whether it is reasonably certain to </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">exercise the extension options. The Group makes subsequent reassessments of whether it </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">is reasonably certain to exercise such options if there is a significant event or significant <span class=\"f ps9\"> </span></span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">changes in circumstances which are within its control. Should the Group exercise the </span></div><div class=\"ps775 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">extension options, the future cash outflows under leasing arrangements, the right-of-use </span></div><div class=\"ps776 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">assets recognized, and the commitments under the lease liabilities would be increased. </span></div><div class=\"ps777 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group does not make estimates of such potential increases as the most significant </span></div><div class=\"ps778 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">extension options are at future dates and the amounts and available operational </span></div><div class=\"ps779 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">alternatives may change. The overall level of right-of-use assets and leasing obligations </span></div><div class=\"ps780 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are, however, unlikely to change by material amounts.</span></div><div class=\"ps930 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The future minimum lease payments due in respect of lease liabilities are as follows:</span></div><div class=\"ps4407 ss0\"><div class=\"ss71 ws0 ps326\"><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:110.25pt\"></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:12.75pt\"><td rowspan=\"2\" style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss135\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#507798;border-left:0.5pt solid #ffffff;padding:0\"><div class=\"ps3985 ss137\" style=\"overflow:hidden\"><div><div class=\"ps906 ss136\"><span class=\"f charStyle-7d5d96ad ps4367\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td colspan=\"2\" style=\"background-color:#507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2281 ss137\" style=\"overflow:hidden\"><div><div class=\"ps906 ss136\"><span class=\"f charStyle-7d5d96ad ps4368\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:33pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4372 ss138\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps4369\">Minimum <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps4370\">leasing </span></div><div class=\"ps908 ss67\"><span class=\"f charStyle-7d5d96ad ps4371\">payment<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4374 ss138\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps4373\">Present value<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4375 ss138\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps4369\">Minimum <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss67\"><span class=\"f charStyle-7d5d96ad ps4370\">leasing </span></div><div class=\"ps908 ss67\"><span class=\"f charStyle-7d5d96ad ps4371\">payment<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4376 ss138\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps4373\">Present value<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps1755 ss139\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">2026<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4378 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.89pt\"></span></span><span class=\"ps4377\">29,807<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4379 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.46pt\"></span></span><span class=\"ps2359\">25,237<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1872 ss139\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">2027\u20132038</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4381 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.16pt\"></span></span><span class=\"ps4380\">101,287<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4383 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.03pt\"></span></span><span class=\"ps4382\">90,262<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1493 ss139\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2354 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.79pt\"></span></span><span class=\"ps4384\">21,566<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2356 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.51pt\"></span></span><span class=\"ps4385\">17,439<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4386 ss139\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">2026\u20132038</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4387 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.34pt\"></span></span><span class=\"ps50\">93,362<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4389 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:26.85pt\"></span></span><span class=\"ps4388\">80,698<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4390 ss139\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-4f1be8d6 ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4392 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:24.97pt\"></span></span><span class=\"ps4391\">131,094<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4394 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.47pt\"></span></span><span class=\"ps4393\">115,499<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4396 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.73pt\"></span></span><span class=\"ps4395\">114,928<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4397 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-4f1be8d6\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.76pt\"></span></span><span class=\"ps3641\">98,137<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1576 ss139\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-301c4e7c ps17\">Interest<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4398 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.47pt\"></span></span><span class=\"ps3493\">(15,596)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4399 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:27.47pt\"></span></span><span class=\"ps3493\">(15,596)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2676 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.8pt\"></span></span><span class=\"ps4400\">(16,791)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2678 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.8pt\"></span></span><span class=\"ps4400\">(16,791)<span style=\"display:inline-block;height:8.14pt;width:0.18pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2679 ss139\"><div><div class=\"ps906 ss120\"><span class=\"f charStyle-7d5d96ad ps17\">Liability<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4401 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.49pt\"></span></span><span class=\"ps2443\">115,498<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4403 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:25.77pt\"></span></span><span class=\"ps4402\">99,903<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4404 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.76pt\"></span></span><span class=\"ps3641\">98,137<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4406 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.18pt\"></span></span><span class=\"ps4405\">81,346<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4408 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Expenses relating to short-term leases amounted to USD\u00a0939 thousand (2024: USD\u00a0938 </span></div><div class=\"ps4409 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">thousand), and expenses relating to leases of low-value assets (excluding short-term </span></div><div class=\"ps4410 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">leases of low-value assets) amounted to USD\u00a026 thousand (2024: USD\u00a027 thousand).</span></div><div class=\"ps4411 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The Group has entered into two sale and leaseback agreements in 2025. These lease </span></div><div class=\"ps4412 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">arrangements generated USD\u00a030,098 thousand (EUR\u00a025,600 thousand) of financing cash </span></div><div class=\"ps4413 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">flow which was received in 2025. Repayment of the lease liability is made over five years in </span></div><div class=\"ps4414 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">monthly installments together with interest based on an EURIBOR interest rate plus an </span></div><div class=\"ps4415 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">agreed lending margin.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLeasesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-307": {
   "value": "<div class=\"ps4417 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">12 Transactions with related parties</span></div><div class=\"ps4418 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">Transactions with shareholders and their subsidiaries</span></div><div class=\"ps4419 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Related parties are legal entities or natural persons (and their close family members) that </span></div><div class=\"ps2822 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">are able to exert influence on X-FAB SE and its subsidiaries or over which X\u2011FAB\u00a0SE and its </span></div><div class=\"ps2823 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">subsidiaries exercise control or joint control or have a significant influence. Related parties </span></div><div class=\"ps2824 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">also include entities controlled by such legal entities or natural persons (and their close </span></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">family members). The natural persons meeting the definition of related parties include </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">persons with key management positions in the X\u2011FAB SE Group whose compensation is </span></div><div class=\"ps774 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">reported below and in the Group\u2019s annual remuneration report.</span></div><div class=\"ps961 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Remuneration of persons with key management positions</span></div><div class=\"ps4429 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Short-term employee benefits<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.59pt\"></span></span><span class=\"ps1886\">1,380<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.23pt\"></span></span><span class=\"ps4420\">1,300<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:35.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss140\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Short-term employee benefits for members of management <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">that are not on the payroll of the Company (CEO, CFO and </span></div><div class=\"ps908 ss65\"><span class=\"f charStyle-301c4e7c ps17\">COO)</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss118\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.88pt\"></span></span><span class=\"ps4291\">1,024<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss118\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.29pt\"></span></span><span class=\"ps2633\">1,048<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3912 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Long-term remuneration </span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4421 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.46pt\"></span></span><span class=\"ps3459\">52<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4423 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.49pt\"></span></span><span class=\"ps4422\">49<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3593 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Directors\u2019 compensation<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4424 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.93pt\"></span></span><span class=\"ps4190\">173<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4425 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.18pt\"></span></span><span class=\"ps2612\">188<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3921 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4426 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.09pt\"></span></span><span class=\"ps2405\">2,629<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4428 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.13pt\"></span></span><span class=\"ps4427\">2,585<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4430 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The persons with key management positions as referred to above as of December 31, </span></div><div class=\"ps4431 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">2025, include the Group\u2019s CEO, CTO, CFO, and COO, the CEO of X-FAB Dresden, the </span></div><div class=\"ps4432 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">CEO of X\u2011FAB Sarawak, the CEO of X\u2011FAB Texas, the CEO of X\u2011FAB Erfurt, and the CEO </span></div><div class=\"ps4433 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of X\u2011FAB France. Short-term employee benefits for members of management that are </span></div><div class=\"ps4434 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">not on the payroll of the Company disclosed above represent payments for the provision </span></div><div class=\"ps4435 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">of key management personnel that are provided by separate management entities.</span></div><div class=\"ps4436 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Post-employment benefits represent contributions to defined contribution pension plans </span></div><div class=\"ps4437 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">for the benefit of persons with key management positions which primarily comprise </span></div><div class=\"ps4438 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">statutory employer contributions to state-based defined contribution plans. The defined </span></div><div class=\"ps4439 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">contribution is based on a fixed percentage of the (capped) gross salary determined by </span></div><div class=\"ps4440 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">state laws. There are no minimum guarantees of post-employment benefits by the </span></div><div class=\"ps4441 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">employer under these arrangements.</span></div><div class=\"ps4442 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Other related party transactions</span></div><div class=\"ps4443 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group entered into transactions with entities which are controlled or jointly controlled </span></div><div class=\"ps4444 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">by members of the management board or their close family members in the financial year </span></div><div class=\"ps4445 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">and in the previous year. These transactions were as follows:</span></div><div class=\"ps4449 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Sales to X Display Company Technology<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c ps4446\">330<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c ps4447\">515<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.01pt\"></span></span><span class=\"ps1842\">330<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.9pt\"></span></span><span class=\"ps4448\">515<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Purchases, expenses, and other transactions recorded with shareholders and their </span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">subsidiaries were as follows:</span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Services provided by Elex<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.58pt\"></span></span><span class=\"ps4452\">17<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Services provided by X-Celeprint<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.55pt\"></span></span><span class=\"ps4453\">96<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.35pt\"></span></span><span class=\"ps2648\">32<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1865 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Royalties from X-Celeprint<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2541 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.11pt\"></span></span><span class=\"ps4098\">29<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2543 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1872 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2544 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.14pt\"></span></span><span class=\"ps4454\">125<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2546 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.87pt\"></span></span><span class=\"ps4455\">49<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps1269 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Conditions of the commercial relations between X\u2011FAB and its related parties are in line </span></div><div class=\"ps1270 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">with those that have been agreed upon between independent parties in comparable </span></div><div class=\"ps1271 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">circumstances.</span></div><div class=\"ps1272 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The tables below show the balances with shareholders and their subsidiaries included in the </span></div><div class=\"ps1273 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">statement of financial position.</span></div><div class=\"ps4458 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade accounts receivable due from X-Celeprint<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:47.76pt\"></span></span><span class=\"ps2527\">\u2014<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.35pt\"></span></span><span class=\"ps2648\">32<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:24.75pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1861 ss72\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade accounts receivable due from X Display Company <span class=\"f ps9\"> </span></span></div><div class=\"ps907 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Technology</span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2538 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.42pt\"></span></span><span class=\"ps4456\">134<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss73\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.79pt\"></span></span><span class=\"ps3960\">140<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2862 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4078 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.24pt\"></span></span><span class=\"ps4457\">134<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #4f7698;padding:0\"><div class=\"ps4079 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.16pt\"></span></span><span class=\"ps2430\">172<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4460 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-bottom:0.5pt solid #507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trade payables due from other related parties<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2335 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.1pt\"></span></span><span class=\"ps3451\">18<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2337 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:46.1pt\"></span></span><span class=\"ps3451\">18<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1861 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2538 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.48pt\"></span></span><span class=\"ps4459\">18<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2539 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:45.48pt\"></span></span><span class=\"ps4459\">18<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4461 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Receivables from related parties relate to trade receivables, do not carry interest, and are </span></div><div class=\"ps4462 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">payable on normal credit terms.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRelatedPartyExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-309": {
   "value": "<div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">13.1 Purchase commitments and contingencies</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Purchase commitments comprise the following at December 31:<span class=\"f ps9\"> </span></span></div><div class=\"ps1529 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Purchase commitments for:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2338 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Property, plant, and equipment<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.2pt\"></span></span><span class=\"ps3559\">61,202<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.14pt\"></span></span><span class=\"ps4468\">167,821<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2343 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Intangible assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2345 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.09pt\"></span></span><span class=\"ps4469\">2,201<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2347 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.32pt\"></span></span><span class=\"ps4470\">34<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2348 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Material and services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2350 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.86pt\"></span></span><span class=\"ps4471\">2,416<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2352 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.92pt\"></span></span><span class=\"ps4472\">4,503<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:17.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1493 ss141\"><div><div class=\"ps330 ss65\"><span class=\"f charStyle-a4874062 ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2354 ss142\"><div><div class=\"ps330 ss67\"><span class=\"f charStyle-a4874062\"><span class=\"ps17\"><span style=\"display:inline-block;height:9.16pt;width:25.07pt\"></span></span><span class=\"ps3494\">65,819<span style=\"display:inline-block;height:9.16pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2356 ss142\"><div><div class=\"ps330 ss67\"><span class=\"f charStyle-a4874062\"><span class=\"ps17\"><span style=\"display:inline-block;height:9.16pt;width:20.42pt\"></span></span><span class=\"ps4473\">172,358<span style=\"display:inline-block;height:9.16pt;width:3.7pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4474 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Purchase commitments mainly refer to purchase orders placed for investments in </span></div><div class=\"ps4475 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">technical machinery. </span></div><div class=\"ps4476 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Commitments concerning investment grants and subsidies received</span></div><div class=\"ps4477 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Various Group entities receive grants and subsidies in connection with the acquisition of </span></div><div class=\"ps4478 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">certain qualifying assets (asset-related grants and subsidies) and subsidies to offset </span></div><div class=\"ps4480 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">research and development costs (income-related grants). </span><span class=\"f charStyle-689528e1 ps4479\">No material amounts of other </span></div><div class=\"ps4481 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">government assistance are received.</span></div><div class=\"ps4482 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">Specifically, XMF, X-FAB Texas, and X-FAB Dresden receive grants and subsidies in </span></div><div class=\"ps4483 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">connection with the acquisition of certain qualifying assets (asset-related grants and </span></div><div class=\"ps4484 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">subsidies). The grant rules require that the assets on which investment grants have been </span></div><div class=\"ps4485 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">received are retained for a period of five years (the subsidy rules, which largely apply to the </span></div><div class=\"ps4486 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">same assets, have a similar three-year retention requirement) and that specified employee </span></div><div class=\"ps4487 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">levels are maintained at specific locations. If it is not possible to fulfill these conditions, the </span></div><div class=\"ps4488 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">grants and subsidies may be partially repayable. The total amount of grants and subsidies </span></div><div class=\"ps4489 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">received in the past (and thus deducted from the carrying amounts of the assets) on </span></div><div class=\"ps4490 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">property, plant, and equipment amounted to USD\u00a0165.6 million (December\u00a031, 2024: </span></div><div class=\"ps4491 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">USD\u00a0155.8 million); the retention requirements have not yet been fulfilled in full for grants </span></div><div class=\"ps4492 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">and subsidies received totaling USD\u00a033.6 million included in that total.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCommitmentsAndContingentLiabilitiesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-308": {
   "value": "<div class=\"ps2095 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">13.1 Purchase commitments and contingencies</span></div><div class=\"ps1370 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Purchase commitments comprise the following at December 31:<span class=\"f ps9\"> </span></span></div><div class=\"ps1529 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Purchase commitments for:<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2338 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Property, plant, and equipment<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.2pt\"></span></span><span class=\"ps3559\">61,202<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:28.14pt\"></span></span><span class=\"ps4468\">167,821<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2343 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Intangible assets<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2345 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.09pt\"></span></span><span class=\"ps4469\">2,201<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #4f7698;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2347 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.32pt\"></span></span><span class=\"ps4470\">34<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2348 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Material and services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2350 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:34.86pt\"></span></span><span class=\"ps4471\">2,416<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #4f7698;padding:0\"><div class=\"ps2352 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.92pt\"></span></span><span class=\"ps4472\">4,503<span style=\"display:inline-block;height:8.14pt;width:3.7pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:17.25pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1493 ss141\"><div><div class=\"ps330 ss65\"><span class=\"f charStyle-a4874062 ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2354 ss142\"><div><div class=\"ps330 ss67\"><span class=\"f charStyle-a4874062\"><span class=\"ps17\"><span style=\"display:inline-block;height:9.16pt;width:25.07pt\"></span></span><span class=\"ps3494\">65,819<span style=\"display:inline-block;height:9.16pt;width:3.7pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2356 ss142\"><div><div class=\"ps330 ss67\"><span class=\"f charStyle-a4874062\"><span class=\"ps17\"><span style=\"display:inline-block;height:9.16pt;width:20.42pt\"></span></span><span class=\"ps4473\">172,358<span style=\"display:inline-block;height:9.16pt;width:3.7pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4474 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Purchase commitments mainly refer to purchase orders placed for investments in </span></div><div class=\"ps4475 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">technical machinery. </span></div><div class=\"ps4476 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">Commitments concerning investment grants and subsidies received</span></div><div class=\"ps4477 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">Various Group entities receive grants and subsidies in connection with the acquisition of </span></div><div class=\"ps4478 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">certain qualifying assets (asset-related grants and subsidies) and subsidies to offset </span></div><div class=\"ps4480 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">research and development costs (income-related grants). </span><span class=\"f charStyle-689528e1 ps4479\">No material amounts of other </span></div><div class=\"ps4481 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">government assistance are received.</span></div><div class=\"ps4482 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">Specifically, XMF, X-FAB Texas, and X-FAB Dresden receive grants and subsidies in </span></div><div class=\"ps4483 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">connection with the acquisition of certain qualifying assets (asset-related grants and </span></div><div class=\"ps4484 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">subsidies). The grant rules require that the assets on which investment grants have been </span></div><div class=\"ps4485 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">received are retained for a period of five years (the subsidy rules, which largely apply to the </span></div><div class=\"ps4486 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">same assets, have a similar three-year retention requirement) and that specified employee </span></div><div class=\"ps4487 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">levels are maintained at specific locations. If it is not possible to fulfill these conditions, the </span></div><div class=\"ps4488 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">grants and subsidies may be partially repayable. The total amount of grants and subsidies </span></div><div class=\"ps4489 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">received in the past (and thus deducted from the carrying amounts of the assets) on </span></div><div class=\"ps4490 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">property, plant, and equipment amounted to USD\u00a0165.6 million (December\u00a031, 2024: </span></div><div class=\"ps4491 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">USD\u00a0155.8 million); the retention requirements have not yet been fulfilled in full for grants </span></div><div class=\"ps4492 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-f49522f3 ps5\">and subsidies received totaling USD\u00a033.6 million included in that total.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCommitmentsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-310": {
   "value": "<div class=\"ps4494 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">13.2 Unresolved legal disputes and claims</span></div><div class=\"ps4495 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The Group is not aware of any unresolved legal disputes, claims, or proceedings which </span></div><div class=\"ps4496 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">could have a significant financial impact on the Group.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfContingentLiabilitiesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-311": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps874\">13.3 Employees</span></div><div class=\"ps773 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The average number of employees employed by the Group during the year was as follows:<span class=\"f ps9\"> </span></span></div><div class=\"ps1189 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Production<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.9pt\"></span></span><span class=\"ps4498\">3,824<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.99pt\"></span></span><span class=\"ps2046\">3,926<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Research and development<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.45pt\"></span></span><span class=\"ps4499\">318<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.48pt\"></span></span><span class=\"ps4500\">316<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2343 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Sales, marketing, and administration<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2345 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.45pt\"></span></span><span class=\"ps4499\">318<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2347 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.48pt\"></span></span><span class=\"ps4500\">319<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2348 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trainees<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2350 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.79pt\"></span></span><span class=\"ps3960\">140<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2352 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.83pt\"></span></span><span class=\"ps4501\">135<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1493 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2354 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:29.99pt\"></span></span><span class=\"ps2477\">4,600<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2356 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.79pt\"></span></span><span class=\"ps4384\">4,696<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div><div class=\"ps4502 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">The total number of employees employed by the Group at December 31 was as follows:</span></div><div class=\"ps4507 ss0\"><div class=\"ss71 ws0 ps326\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss68\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Production<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2286 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:35.81pt\"></span></span><span class=\"ps4503\">3,715<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2288 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:32.85pt\"></span></span><span class=\"ps3595\">3,879<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Research and development<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.07pt\"></span></span><span class=\"ps4504\">320<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.51pt\"></span></span><span class=\"ps1469\">306<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2343 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Sales, marketing, and administration<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2345 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:42.04pt\"></span></span><span class=\"ps4505\">321<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2347 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.45pt\"></span></span><span class=\"ps4499\">318<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2348 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Trainees<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2350 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:40.79pt\"></span></span><span class=\"ps3960\">140<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2352 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.18pt\"></span></span><span class=\"ps2612\">149<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1493 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2354 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:30.49pt\"></span></span><span class=\"ps4506\">4,496<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2356 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:31.55pt\"></span></span><span class=\"ps3935\">4,652<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div>Note: Number of employees excludes contract workers",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInformationAboutEmployeesExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-312": {
   "value": "<div class=\"ps772 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">13.4 List of shareholdings</span></div><div class=\"ps1716 ss0\"><div class=\"ss145 ws0 ps186\"><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:150pt\"></td><td style=\"padding:0;width:150pt\"></td><td style=\"padding:0;width:150pt\"></td></tr><tr style=\"height:14.25pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-7d5d96ad ps17\">Entity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps3172 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-7d5d96ad ps4510\">Place of incorporation<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4512 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-7d5d96ad ps4511\">Principal activities<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4514 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-7d5d96ad ps4513\">Shareholding in %<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2284 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Silicon Foundries SE<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4516 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4515\">Tessenderlo-Ham, Belgium<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4518 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4517\">Holding company<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2289 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Semiconductor Foundries GmbH<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4520 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4519\">Erfurt, Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4522 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4521\">Wafer manufacturing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4525 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2389 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Dresden GmbH &amp; Co. KG<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4527 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4526\">Dresden, Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4528 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4521\">Wafer manufacturing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4529 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3144 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Dresden Verwaltungs-GmbH<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4530 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4526\">Dresden, Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4532 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4531\">No activity<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4533 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3148 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Texas Inc.<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4535 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4534\">Texas, USA<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4536 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4521\">Wafer manufacturing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4537 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3153 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Sarawak Sdn. Bhd.<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4539 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4538\">Kuching, Malaysia<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4540 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4521\">Wafer manufacturing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4541 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2896 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB France SAS<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4542 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps1495\">Corbeil-Essonnes, France<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4543 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4521\">Wafer manufacturing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4544 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2578 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Japan KK<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4546 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4545\">Yokohama, Japan<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4548 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4547\">Trading company<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4549 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4140 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB MEMS Foundry GmbH<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4550 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4519\">Erfurt, Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4551 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4521\">Wafer manufacturing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4552 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps1584 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB MEMS Foundry Itzehoe GmbH<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps3215 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4553\">Itzehoe, Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4554 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4521\">Wafer manufacturing<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4555 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4149 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">X-FAB Global Services GmbH<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4556 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4519\">Erfurt, Germany<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4558 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4557\">R&amp;D, administration services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4559 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4153 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">M-MOS Semiconductor Sdn. Bhd.<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4560 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4538\">Kuching, Malaysia<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4562 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4561\">Wafer front-end process <span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4563 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #4f7698;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4157 ss144\"><div><div class=\"ps906 ss143\"><span class=\"f charStyle-301c4e7c ps17\">M-MOS Semiconductor Hong Kong Ltd.<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #4f7698;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4565 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4564\">Hong Kong<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4567 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c ps4566\">R&amp;D</span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4568 ss124\"><div><div class=\"ps906 ss123\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps4523\"></span><span class=\"ps4523\">100.00<span style=\"display:inline-block;height:8.14pt;width:3.11pt\"></span></span><span class=\"ps4524\">%</span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInformationAboutKeyManagementPersonnelExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-313": {
   "value": "<div class=\"ps4569 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-49267a50 ps5\">13.5 Auditor and auditor\u2019s remuneration</span></div><div class=\"ps4570 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">During the general shareholders\u2019 meeting on April 27, 2023, KPMG Bedrijfsrevisoren BV </span></div><div class=\"ps4571 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">was reappointed as the Company\u2019s auditor for the years 2023, 2024, and 2025.</span></div><div class=\"ps4572 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps5\">The auditor\u2019s remuneration for the period was as follows:</span></div><div class=\"ps3577 ss0\"><div class=\"ss71 ws0 ps186\"><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:230.25pt\"></td><td style=\"padding:0;width:60pt\"></td><td style=\"padding:0;width:60pt\"></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps1 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">in thousands of U.S. dollars<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps2281 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2280\">2025<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#507798;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps2283 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad ps2282\">2024<span class=\"f ps9\"> </span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps915 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Audit cost<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2338 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">KPMG<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2340 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.24pt\"></span></span><span class=\"ps3321\">691<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2342 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.51pt\"></span></span><span class=\"ps1469\">603<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2343 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">Other audit firms<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2345 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:44.06pt\"></span></span><span class=\"ps4573\">113<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2347 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:43.79pt\"></span></span><span class=\"ps4574\">118<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:14.25pt\"><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps2348 ss66\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-4f1be8d6 ps17\">Other services<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td><td style=\"border-bottom:0.5pt solid #507798;border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"></td></tr><tr style=\"height:15pt\"><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4575 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-301c4e7c ps17\">KPMG<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4576 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:39.28pt\"></span></span><span class=\"ps3474\">207<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"border-left:0.5pt solid #507798;border-right:0.5pt solid #507798;border-top:0.5pt solid #507798;padding:0\"><div class=\"ps4578 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-301c4e7c\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:41.69pt\"></span></span><span class=\"ps4577\">167<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr><tr style=\"height:15pt\"><td style=\"background-color:#7aafc8;border-left:0.5pt solid #507798;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4386 ss69\"><div><div class=\"ps906 ss65\"><span class=\"f charStyle-7d5d96ad ps17\">Total<span class=\"f ps9\"> </span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #ffffff;padding:0\"><div class=\"ps4387 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:37.56pt\"></span></span><span class=\"ps4579\">1,011<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td><td style=\"background-color:#7aafc8;border-left:0.5pt solid #ffffff;border-right:0.5pt solid #507798;padding:0\"><div class=\"ps4389 ss70\"><div><div class=\"ps906 ss67\"><span class=\"f charStyle-7d5d96ad\"><span class=\"ps17\"><span style=\"display:inline-block;height:8.14pt;width:38.15pt\"></span></span><span class=\"ps4013\">888<span style=\"display:inline-block;height:8.14pt;width:3.29pt\"></span></span></span></div></div></div></td></tr></tbody></table></div></div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuditorsRemunerationExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-314": {
   "value": "<div class=\"ps4569 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-5b83f35c ps874\">14 Events after the reporting period</span></div><div class=\"ps4570 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">On February 13, 2026, the Group completed the sale of an investment property with a </span></div><div class=\"ps4571 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">carrying value of USD 3,196 thousand. The sale price, payable in cash, amounted to </span></div><div class=\"ps4581 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">USD\u00a04,873 thousand.</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEventsAfterReportingPeriodExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  },
  "f-315": {
   "value": "<div class=\"ps4582 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Tessenderlo-Ham, March 24, 2026</span></div><div class=\"ps4583 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Managing Director, CEO</span></div><div class=\"ps4584 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">FAJEL Consultants SPRL</span></div><div class=\"ps4585 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">Represented by Damien Macq</span></div><div class=\"ps4586 ss0\" style=\"font-size:12pt\"><span class=\"f charStyle-689528e1 ps874\">CEO</span></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuthorisationOfFinancialStatementsExplanatory",
    "language": "en",
    "entity": "scheme:5493003UDPENPUQBJH65",
    "period": "2025-01-01T00:00:00/2026-01-01T00:00:00"
   }
  }
 }
}