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    "concept": "ifrs-full:CashAndCashEquivalents",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00",
    "unit": "iso4217:EUR"
   }
  },
  "tag_9214472786540668": {
   "value": "306000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncreaseDecreaseInCashAndCashEquivalents",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:EUR"
   }
  },
  "tag_42220373004375464": {
   "value": "12881000.0",
   "decimals": -3,
   "dimensions": {
    "concept": "ifrs-full:IncreaseDecreaseInCashAndCashEquivalents",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2023-01-01T00:00:00/2024-01-01T00:00:00",
    "unit": "iso4217:EUR"
   }
  },
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   "value": "<div class=\"Titre7NoNum\" style=\"padding-top: 2.82vw; text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_189571\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #000000;  margin-top: -0.14vw;  padding-top: 0.14vw; font-size: 1.20vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span><span style=\" margin-top: -0.14vw;  padding-top: 0.14vw; \">Informations g\u00e9n\u00e9rales</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_189591\">Bourse Direct est une soci\u00e9t\u00e9 fran\u00e7aise anonyme, domicili\u00e9e au 374 rue Saint Honor\u00e9 - 75001 Paris, France. Acteur incontournable de la bourse en ligne en\u00a0France.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_189912\">L\u2019action Bourse Direct (codes : FR0000074254, BSD, Code RIC : BDRP.LN) est cot\u00e9e depuis le 10\u00a0novembre 1999 au Nouveau March\u00e9 d\u2019Euronext Paris et depuis f\u00e9vrier 2005 au compartiment B d\u2019Euronext Paris et est \u00e9ligible au PEA/PME.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_580865\">Bourse Direct est d\u00e9tenue \u00e0 hauteur de 80,99 % par E\u2013Viel, elle-m\u00eame d\u00e9tenue \u00e0 100 % par VIEL &amp; Cie. </p></div>\nLes comptes consolid\u00e9s de Bourse Direct sont \u00e9tablis en milliers d\u2019euros sauf explicitement mentionn\u00e9, l\u2019euro \u00e9tant la devise fonctionnelle de la soci\u00e9t\u00e9 Bourse Direct et la devise de pr\u00e9sentation du groupe",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfGeneralInformationAboutFinancialStatementsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18697118236331849_0_0": {
   "value": "Bourse Direct",
   "dimensions": {
    "concept": "ifrs-full:NameOfReportingEntityOrOtherMeansOfIdentification",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18698152196196257_0_0": {
   "value": "soci\u00e9t\u00e9 fran\u00e7aise anonyme",
   "dimensions": {
    "concept": "ifrs-full:LegalFormOfEntity",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17089576125986461_0_0": {
   "value": "374 rue Saint Honor\u00e9 - 75001 Paris",
   "dimensions": {
    "concept": "ifrs-full:PrincipalPlaceOfBusiness",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18698722030239531_0_0": {
   "value": "374 rue Saint Honor\u00e9 - 75001 Paris, France.",
   "dimensions": {
    "concept": "ifrs-full:AddressOfRegisteredOfficeOfEntity",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17089419085932138_0_0": {
   "value": "France",
   "dimensions": {
    "concept": "ifrs-full:DomicileOfEntity",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17110401404555001_0_0": {
   "value": "France",
   "dimensions": {
    "concept": "ifrs-full:CountryOfIncorporation",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18699162491060560_0_0": {
   "value": "Acteur incontournable de la bourse en ligne",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfNatureOfEntitysOperationsAndPrincipalActivities",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18934119051653949_0_0": {
   "value": "E\u2013Viel",
   "dimensions": {
    "concept": "ifrs-full:NameOfParentEntity",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18934028579269728_0_0": {
   "value": "VIEL & Cie. ",
   "dimensions": {
    "concept": "ifrs-full:NameOfUltimateParentOfGroup",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_20335975879466852_0_0": {
   "value": "<div class=\"Normal\"><p id=\"p_190408\">Le Directoire a arr\u00eat\u00e9 les comptes consolid\u00e9s de Bourse Direct au 31 d\u00e9cembre 2024 par d\u00e9cision du 27 f\u00e9vrier 2025 et qui seront pr\u00e9sent\u00e9s pour approbation \u00e0 l\u2019Assembl\u00e9e g\u00e9n\u00e9rale du 14 mai 2025.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuthorisationOfFinancialStatementsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18942611264285946_0_0": {
   "value": "<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_191115\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>R\u00e9f\u00e9rentiel comptable et D\u00e9claration de\u00a0conformit\u00e9</h4></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_191138\">Les comptes consolid\u00e9s de Bourse Direct sont \u00e9tablis en milliers d\u2019euros sauf explicitement mentionn\u00e9, l\u2019euro \u00e9tant la devise fonctionnelle de la soci\u00e9t\u00e9 Bourse Direct et la devise de pr\u00e9sentation du groupe. Ils ont \u00e9t\u00e9 \u00e9tablis selon le principe du co\u00fbt historique \u00e0 l\u2019exception de certains instruments financiers r\u00e9\u00e9valu\u00e9s \u00e0 la juste valeur.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_191523\">Les comptes consolid\u00e9s de Bourse Direct sont \u00e9tablis en application du r\u00e8glement europ\u00e9en 1606/2002 du 19\u00a0juillet 2002 sur l\u2019application des normes comptables internationales en conformit\u00e9 avec le r\u00e9f\u00e9rentiel IFRS (International Financial Reporting Standards) tel</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_653758\"> qu\u2019adopt\u00e9 dans l\u2019Union europ\u00e9enne et applicable au 31 d\u00e9cembre 2024. En l'absence de mod\u00e8le impos\u00e9 par le r\u00e9f\u00e9rentiel IFRS, le format des \u00e9tats de synth\u00e8se utilis\u00e9 a \u00e9t\u00e9 \u00e9tabli en coh\u00e9rence avec celui propos\u00e9 par l'Autorit\u00e9 des Normes Comptables (ANC) dans sa recommandation 2022-01 du 8 avril 2022. Le Groupe publie son Document d'Enregistrement Universel (URD) au format ESEF (European Single Electronic Format) tel que d\u00e9fini par le r\u00e8glement europ\u00e9en d\u00e9l\u00e9gu\u00e9 2019/815 modifi\u00e9 par le r\u00e8glement d\u00e9l\u00e9gu\u00e9 2022/352. </p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_597237\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Modification des principes r\u00e9gissant l\u2019\u00e9tablissement des comptes consolid\u00e9s</h4></div>\n<div class=\"Normal\"><p id=\"p_192059\">Les principes comptables appliqu\u00e9s lors de la pr\u00e9paration des comptes consolid\u00e9s du Groupe sont identiques \u00e0 ceux en vigueur au 31\u00a0d\u00e9cembre\u00a02023 \u00e0 l\u2019exception des modifications suivantes appliqu\u00e9es depuis le 1<span class=\"sup\">er</span> janvier 2024 : </p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.37%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_192109\">Norme</p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192118\">Nom</p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 26.25%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192127\">Entr\u00e9e en vigueur</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378450\">IAS 1 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378455\">\u203a Passifs non courants avec des clauses restrictives</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378460\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378469\">IFRS 16 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378474\">\u203a Obligation locative d\u00e9coulant d'une cession-bail</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378479\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378488\">IAS 1 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378493\">\u203a Classement des passifs en tant que passifs courants ou non courants</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378498\">1<span class=\"sup\">er</span> janvier 2024 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378507\">IAS 7 et IFRS 7 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378512\">\u203a Accords de financement de fournisseurs</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378517\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_568330\">L\u2019adoption de ces nouvelles dispositions n\u2019a pas eu d\u2019impact significatif sur les comptes consolid\u00e9s du\u00a0Groupe.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_580903\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Normes et amendements applicables apr\u00e8s le 31 d\u00e9cembre 2024</h4></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_192415\">Le Conseil des standards comptables internationaux (IASB) a publi\u00e9 certaines normes et amendements de norme qui n\u2019ont pas toutes \u00e9t\u00e9 adopt\u00e9s par l\u2019Union Europ\u00e9enne au 31\u00a0d\u00e9cembre\u00a02024 et dont la date d\u2019entr\u00e9e en vigueur pour le Groupe est post\u00e9rieure \u00e0 la date des comptes consolid\u00e9s. Ceux-ci n\u2019ont donc pas \u00e9t\u00e9 appliqu\u00e9s par anticipation pour la pr\u00e9paration des comptes consolid\u00e9s au 31 d\u00e9cembre 2024. </p></div>\n<div class=\"TitreGraph\"><p id=\"p_192425\">Normes et amendements adopt\u00e9s par l'Union\u00a0Europ\u00e9enne :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.86%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_192457\"><span style=\"background-color: #ffffff; \">Norme</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192466\"><span style=\"background-color: #ffffff; \">Nom</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 25.76%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192475\"><span style=\"background-color: #ffffff; \">Entr\u00e9e en vigueur</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378559\">IAS 21 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378564\"><span style=\"background-color: #ffffff; \">\u203a Absence de convertibilit\u00e9</span></p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 25.76%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378569\"><span style=\"background-color: #ffffff; \">1</span><span style=\"background-color: #ffffff; \"><span class=\"sup\">er</span></span><span style=\"background-color: #ffffff; white-space: pre-wrap; \"> janvier 2025</span></p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"TitreGraph\" style=\"padding-left: 0.00vw; \"><p id=\"p_192561\">Normes et amendements non adopt\u00e9s par l'Union Europ\u00e9enne :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.37%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192601\"><span style=\"background-color: #ffffff; \">Norme</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192610\"><span style=\"background-color: #ffffff; \">Nom</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 26.25%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192619\"><span style=\"background-color: #ffffff; \">Entr\u00e9e en vigueur</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378594\">IFRS 9 et IFRS 7 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378599\">Classement et \u00e9valuation des instruments financiers</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378604\">01/01/2026</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378609\">IFRS 18</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378614\">Pr\u00e9sentation des \u00e9tats financiers et informations \u00e0 fournir</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378619\">01/01/2027</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378624\">IFRS 19</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378629\">Filiales sans responsabilit\u00e9s publiques - Informations \u00e0 fournir</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378634\">01/01/2027</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_192737\">Le Groupe pr\u00e9voit que l\u2019adoption des autres normes et amendements ci-dessus n\u2019aura pas d\u2019impact significatif sur les comptes consolid\u00e9s du Groupe lors de la premi\u00e8re application.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_580963\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Elimination des op\u00e9rations r\u00e9ciproques</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_199555\">Lors de l\u2019\u00e9tablissement des comptes consolid\u00e9s, les soldes et transactions intragroupes ainsi que les gains et pertes non r\u00e9alis\u00e9s r\u00e9sultant de transactions intragroupes sont \u00e9limin\u00e9s. Les gains et pertes non r\u00e9alis\u00e9s r\u00e9sultant de transactions avec des soci\u00e9t\u00e9s associ\u00e9es et des soci\u00e9t\u00e9s contr\u00f4l\u00e9es conjointement sont \u00e9limin\u00e9s \u00e0 hauteur de la participation du Groupe dans ces entit\u00e9s.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBasisOfPreparationOfFinancialStatementsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17090427484795367_0_0": {
   "value": "<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_191523\">Les comptes consolid\u00e9s de Bourse Direct sont \u00e9tablis en application du r\u00e8glement europ\u00e9en 1606/2002 du 19\u00a0juillet 2002 sur l\u2019application des normes comptables internationales en conformit\u00e9 avec le r\u00e9f\u00e9rentiel IFRS (International Financial Reporting Standards) tel</p></div>\n qu\u2019adopt\u00e9 dans l\u2019Union europ\u00e9enne et applicable au 31 d\u00e9cembre 2024. En l'absence de mod\u00e8le impos\u00e9 par le r\u00e9f\u00e9rentiel IFRS, le format des \u00e9tats de synth\u00e8se utilis\u00e9 a \u00e9t\u00e9 \u00e9tabli en coh\u00e9rence avec celui propos\u00e9 par l'Autorit\u00e9 des Normes Comptables (ANC) dans sa recommandation 2022-01 du 8 avril 2022. Le Groupe publie son Document d'Enregistrement Universel (URD) au format ESEF (European Single Electronic Format) tel que d\u00e9fini par le r\u00e8glement europ\u00e9en d\u00e9l\u00e9gu\u00e9 2019/815 modifi\u00e9 par le r\u00e8glement d\u00e9l\u00e9gu\u00e9 2022/352.",
   "dimensions": {
    "concept": "ifrs-full:StatementOfIFRSCompliance",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911098_0": {
   "value": "<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_597237\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Modification des principes r\u00e9gissant l\u2019\u00e9tablissement des comptes consolid\u00e9s</h4></div>\n<div class=\"Normal\"><p id=\"p_192059\">Les principes comptables appliqu\u00e9s lors de la pr\u00e9paration des comptes consolid\u00e9s du Groupe sont identiques \u00e0 ceux en vigueur au 31\u00a0d\u00e9cembre\u00a02023 \u00e0 l\u2019exception des modifications suivantes appliqu\u00e9es depuis le 1<span class=\"sup\">er</span> janvier 2024 : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.37%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_192109\">Norme</p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192118\">Nom</p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 26.25%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192127\">Entr\u00e9e en vigueur</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378450\">IAS 1 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378455\">\u203a Passifs non courants avec des clauses restrictives</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378460\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378469\">IFRS 16 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378474\">\u203a Obligation locative d\u00e9coulant d'une cession-bail</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378479\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378488\">IAS 1 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378493\">\u203a Classement des passifs en tant que passifs courants ou non courants</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378498\">1<span class=\"sup\">er</span> janvier 2024 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378507\">IAS 7 et IFRS 7 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378512\">\u203a Accords de financement de fournisseurs</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378517\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_568330\">L\u2019adoption de ces nouvelles dispositions n\u2019a pas eu d\u2019impact significatif sur les comptes consolid\u00e9s du\u00a0Groupe.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_580903\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Normes et amendements applicables apr\u00e8s le 31 d\u00e9cembre 2024</h4></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_192415\">Le Conseil des standards comptables internationaux (IASB) a publi\u00e9 certaines normes et amendements de norme qui n\u2019ont pas toutes \u00e9t\u00e9 adopt\u00e9s par l\u2019Union Europ\u00e9enne au 31\u00a0d\u00e9cembre\u00a02024 et dont la date d\u2019entr\u00e9e en vigueur pour le Groupe est post\u00e9rieure \u00e0 la date des comptes consolid\u00e9s. Ceux-ci n\u2019ont donc pas \u00e9t\u00e9 appliqu\u00e9s par anticipation pour la pr\u00e9paration des comptes consolid\u00e9s au 31 d\u00e9cembre 2024. </p></div>\n<div class=\"TitreGraph\"><p id=\"p_192425\">Normes et amendements adopt\u00e9s par l'Union\u00a0Europ\u00e9enne :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.86%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_192457\"><span style=\"background-color: #ffffff; \">Norme</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192466\"><span style=\"background-color: #ffffff; \">Nom</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 25.76%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192475\"><span style=\"background-color: #ffffff; \">Entr\u00e9e en vigueur</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378559\">IAS 21 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378564\"><span style=\"background-color: #ffffff; \">\u203a Absence de convertibilit\u00e9</span></p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 25.76%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378569\"><span style=\"background-color: #ffffff; \">1</span><span style=\"background-color: #ffffff; \"><span class=\"sup\">er</span></span><span style=\"background-color: #ffffff; white-space: pre-wrap; \"> janvier 2025</span></p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"TitreGraph\" style=\"padding-left: 0.00vw; \"><p id=\"p_192561\">Normes et amendements non adopt\u00e9s par l'Union Europ\u00e9enne :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.37%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192601\"><span style=\"background-color: #ffffff; \">Norme</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192610\"><span style=\"background-color: #ffffff; \">Nom</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 26.25%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192619\"><span style=\"background-color: #ffffff; \">Entr\u00e9e en vigueur</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378594\">IFRS 9 et IFRS 7 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378599\">Classement et \u00e9valuation des instruments financiers</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378604\">01/01/2026</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378609\">IFRS 18</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378614\">Pr\u00e9sentation des \u00e9tats financiers et informations \u00e0 fournir</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378619\">01/01/2027</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378624\">IFRS 19</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378629\">Filiales sans responsabilit\u00e9s publiques - Informations \u00e0 fournir</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378634\">01/01/2027</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_192737\">Le Groupe pr\u00e9voit que l\u2019adoption des autres normes et amendements ci-dessus n\u2019aura pas d\u2019impact significatif sur les comptes consolid\u00e9s du Groupe lors de la premi\u00e8re application.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfChangesInAccountingPoliciesAccountingEstimatesAndErrorsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17090517892132783_0_0": {
   "value": "<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_597237\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Modification des principes r\u00e9gissant l\u2019\u00e9tablissement des comptes consolid\u00e9s</h4></div>\n<div class=\"Normal\"><p id=\"p_192059\">Les principes comptables appliqu\u00e9s lors de la pr\u00e9paration des comptes consolid\u00e9s du Groupe sont identiques \u00e0 ceux en vigueur au 31\u00a0d\u00e9cembre\u00a02023 \u00e0 l\u2019exception des modifications suivantes appliqu\u00e9es depuis le 1<span class=\"sup\">er</span> janvier 2024 : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.37%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_192109\">Norme</p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192118\">Nom</p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 26.25%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192127\">Entr\u00e9e en vigueur</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378450\">IAS 1 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378455\">\u203a Passifs non courants avec des clauses restrictives</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378460\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378469\">IFRS 16 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378474\">\u203a Obligation locative d\u00e9coulant d'une cession-bail</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378479\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378488\">IAS 1 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378493\">\u203a Classement des passifs en tant que passifs courants ou non courants</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378498\">1<span class=\"sup\">er</span> janvier 2024 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378507\">IAS 7 et IFRS 7 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378512\">\u203a Accords de financement de fournisseurs</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378517\">1<span class=\"sup\">er</span> janvier 2024</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_568330\">L\u2019adoption de ces nouvelles dispositions n\u2019a pas eu d\u2019impact significatif sur les comptes consolid\u00e9s du\u00a0Groupe.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_580903\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Normes et amendements applicables apr\u00e8s le 31 d\u00e9cembre 2024</h4></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_192415\">Le Conseil des standards comptables internationaux (IASB) a publi\u00e9 certaines normes et amendements de norme qui n\u2019ont pas toutes \u00e9t\u00e9 adopt\u00e9s par l\u2019Union Europ\u00e9enne au 31\u00a0d\u00e9cembre\u00a02024 et dont la date d\u2019entr\u00e9e en vigueur pour le Groupe est post\u00e9rieure \u00e0 la date des comptes consolid\u00e9s. Ceux-ci n\u2019ont donc pas \u00e9t\u00e9 appliqu\u00e9s par anticipation pour la pr\u00e9paration des comptes consolid\u00e9s au 31 d\u00e9cembre 2024. </p></div>\n<div class=\"TitreGraph\"><p id=\"p_192425\">Normes et amendements adopt\u00e9s par l'Union\u00a0Europ\u00e9enne :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.86%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_192457\"><span style=\"background-color: #ffffff; \">Norme</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192466\"><span style=\"background-color: #ffffff; \">Nom</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 25.76%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_192475\"><span style=\"background-color: #ffffff; \">Entr\u00e9e en vigueur</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_378559\">IAS 21 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378564\"><span style=\"background-color: #ffffff; \">\u203a Absence de convertibilit\u00e9</span></p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 25.76%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_378569\"><span style=\"background-color: #ffffff; \">1</span><span style=\"background-color: #ffffff; \"><span class=\"sup\">er</span></span><span style=\"background-color: #ffffff; white-space: pre-wrap; \"> janvier 2025</span></p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"TitreGraph\" style=\"padding-left: 0.00vw; \"><p id=\"p_192561\">Normes et amendements non adopt\u00e9s par l'Union Europ\u00e9enne :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 33.37%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192601\"><span style=\"background-color: #ffffff; \">Norme</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 40.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192610\"><span style=\"background-color: #ffffff; \">Nom</span></p></div>\n</th>\n<th class=\"Table4_header_special1\" style=\" height:1.52vw; vertical-align: bottom;width: 26.25%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_192619\"><span style=\"background-color: #ffffff; \">Entr\u00e9e en vigueur</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378594\">IFRS 9 et IFRS 7 (modifications)</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378599\">Classement et \u00e9valuation des instruments financiers</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378604\">01/01/2026</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378609\">IFRS 18</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378614\">Pr\u00e9sentation des \u00e9tats financiers et informations \u00e0 fournir</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378619\">01/01/2027</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 33.37%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378624\">IFRS 19</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 40.38%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378629\">Filiales sans responsabilit\u00e9s publiques - Informations \u00e0 fournir</p></div>\n</td>\n<td class=\"Table4_normal_special1\" style=\" height:2.98vw; vertical-align: center;width: 26.25%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\" style=\"background-color: #ffffff; padding-left: 0.00vw; \"><p id=\"p_378634\">01/01/2027</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_192737\">Le Groupe pr\u00e9voit que l\u2019adoption des autres normes et amendements ci-dessus n\u2019aura pas d\u2019impact significatif sur les comptes consolid\u00e9s du Groupe lors de la premi\u00e8re application.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfChangesInAccountingPoliciesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18942686459730298_0_0": {
   "value": "<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_192756\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Principales estimations et hypoth\u00e8ses comptables </h4></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_192778\">Lors de l\u2019\u00e9tablissement des comptes consolid\u00e9s, la Direction proc\u00e8de \u00e0 des estimations lors de l\u2019application des conventions comptables.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_192923\">En raison des incertitudes inh\u00e9rentes aux activit\u00e9s du Groupe, certains \u00e9l\u00e9ments des comptes consolid\u00e9s ne peuvent pas \u00eatre \u00e9valu\u00e9s avec pr\u00e9cision, et ne peuvent faire l\u2019objet que d\u2019une estimation. Ces estimations impliquent des jugements fond\u00e9s sur les derni\u00e8res informations fiables disponibles. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193256\">Les hypoth\u00e8ses clefs relatives \u00e0 l\u2019avenir et les autres sources principales d\u2019incertitude relatives aux estimations \u00e0 la date de cl\u00f4ture, qui pr\u00e9sentent un risque important d\u2019entra\u00eener un ajustement significatif des montants des actifs et des passifs au cours de la p\u00e9riode sont les suivantes :</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597254\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_194328\">Les obligations du Groupe li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont \u00e9valu\u00e9es chaque ann\u00e9e sur la base d\u2019\u00e9valuations actuarielles. Ce type d\u2019\u00e9valuation implique l\u2019utilisation d\u2019hypoth\u00e8ses actuarielles, notamment les taux d\u2019actualisation,  les augmentations futures des salaires et des retraites ainsi que les taux de mortalit\u00e9. En raison de leur perspective long terme, ces estimations sont sujettes \u00e0 incertitudes. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_194873\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions pour litiges</h5></div>\n<div class=\"Normal\"><p id=\"p_194896\">Des provisions sont constat\u00e9es pour les litiges en cours lorsque l\u2019issue probable d\u2019une action en justice ou de tout autre litige impliquant le Groupe peut \u00eatre estim\u00e9e de mani\u00e8re fiable. L\u2019\u00e9ch\u00e9ance des sorties de tr\u00e9sorerie relative \u00e0 ces provisions est incertaine car elle d\u00e9pend de l\u2019issue des proc\u00e9dures en question. Des informations compl\u00e9mentaires sont donn\u00e9es en note\u00a04.2.16.</p></div>\n</div></div><div class=\"Title3\" style=\"text-indent: -7.32vw; padding-left: 7.32vw; margin-bottom: 2.12vw; \"><h3 id=\"p_582324\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.14</span></span>Goodwills</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232187\">Au 31 d\u00e9cembre 2024, les goodwills sont r\u00e9partis au sein de deux unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT), \u00e0 savoir Bourse Direct qui couvre l\u2019activit\u00e9 de bourse en ligne et d\u2019\u00e9pargne en ligne d\u00e9di\u00e9e \u00e0 l\u2019activit\u00e9 Retail et Exo\u00e9 qui couvre l\u2019activit\u00e9 de table de n\u00e9gociation destin\u00e9e \u00e0 des professionnels institutionnels.</p></div>\n<div class=\"Normal\"><p id=\"p_232293\">Le tableau ci-dessous pr\u00e9sente l\u2019\u00e9volution des goodwills des UGT en 2024 en milliers d\u2019euros.</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232353\">UGT (En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232368\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232378\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232388\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232401\">14\u00a0865</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232412\">14\u00a0865</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_232425\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_232438\">6\u00a0188</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_232451\">6\u00a0188</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232480\">La valeur recouvrable est estim\u00e9e selon une m\u00e9thode d\u2019actualisation des flux de tr\u00e9sorerie futurs des activit\u00e9s aff\u00e9rentes \u00e0 chacun de ces goodwills.  Sur la base de pr\u00e9visions d\u2019exploitation \u00e9tablies sur 5 ans, sur la base d\u2019un budget ent\u00e9rin\u00e9 par le Groupe, le flux de tr\u00e9sorerie normatif est actualis\u00e9 semestriellement afin de d\u00e9terminer la valeur de l\u2019activit\u00e9 sous-jacente par rapport aux goodwills constat\u00e9s et d\u00e9terminer ainsi une \u00e9ventuelle valeur de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_232626\">Les diff\u00e9rentes hypoth\u00e8ses retenues dans le cadre de l\u2019actualisation des flux de tr\u00e9sorerie futurs des principales unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT) sont les suivantes : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232712\">UGT </p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366129\">Taux d'actualisation</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232760\">Taux de croissance</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366136\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232790\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232817\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232827\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232837\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366143\">12,04%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232850\">11,41%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232875\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232886\">2,00%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232897\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366150\">11,13%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232908\">10,62%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232933\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232944\">2,00%</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232976\">Les taux d\u2019actualisation retenus incluent une prime de risque de march\u00e9 pour refl\u00e9ter le risque sur chacun des march\u00e9s ainsi qu'une prime de risque suppl\u00e9mentaire pour refl\u00e9ter le risque suppl\u00e9mentaire li\u00e9 \u00e0 la taille des unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233059\">Les \u00e9valuations obtenues par l\u2019utilisation de cette m\u00e9thode sont sup\u00e9rieures aux valeurs comptables et par cons\u00e9quent aucune perte de valeur n\u2019a \u00e9t\u00e9 constat\u00e9e sur les goodwills en 2024 et 2023.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233127\"> La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 ainsi d\u00e9termin\u00e9e \u00e0 la variation de ces deux hypoth\u00e8ses clefs est faible pour les deux UGT. Ainsi, une augmentation de 100 points de base appliqu\u00e9e au taux d\u2019actualisation n\u2019entra\u00eenerait pas une baisse de la valeur d\u2019utilit\u00e9 qui n\u00e9cessiterait de constater une d\u00e9pr\u00e9ciation ; il en est de m\u00eame pour une r\u00e9duction de 100 points de base du taux de croissance \u00e0 long terme. </p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598898\">La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation des pr\u00e9visions d'exploitation est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au r\u00e9sultat d'exploitation pour chaque ann\u00e9e du budget ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_233273\">Pour l'UGT \"Bourse en ligne\", cette m\u00e9thode comprend \u00e9galement d\u2019autres indicateurs d\u2019activit\u00e9 tels que le nombre de comptes clients ou le niveau d\u2019activit\u00e9 de la client\u00e8le (volume d\u2019ordres ex\u00e9cut\u00e9s). Dans le cadre de ces \u00e9valuations, le taux de croissance de l\u2019activit\u00e9 et du volume d\u2019ordres ex\u00e9cut\u00e9s varie entre 3 % et 4 % selon l\u2019\u00e9ch\u00e9ance. La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation de ces derni\u00e8res hypoth\u00e8ses est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au taux de croissance ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation. </p></div>\n</div></div><div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_236596\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Provisions pour indemnit\u00e9s de d\u00e9part \u00e0 la retraite.</h4></div>\n<div class=\"Normal\"><p id=\"p_236630\">Les provisions pour pensions et retraites se r\u00e9partissent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_236747\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_236761\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_236772\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236782\">Autres avantages \u00e0 long terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236800\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236810\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236819\">Provision pour des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236841\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236855\">2\u00a0503</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_236869\">Total des provisions pour pensions et retraites</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_236891\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_236905\">2\u00a0503</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\"><p id=\"p_236936\"><span style=\"word-spacing: -0.0520em; \">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s de la soci\u00e9t\u00e9 sont \u00e9valu\u00e9s en application de la m\u00e9thode des Unit\u00e9s de Cr\u00e9dit Projet\u00e9es.\u2029 Selon cette m\u00e9thode, le montant des engagements appel\u00e9 \"Defined Benefit Obligation\" (DBO), est\u2029 d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date du d\u00e9part \u00e0 la retraite \u2029en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date, puis en prenant en\u2029compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part\u2029\u00e0 la retraite.\u2029 Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 au passif du bilan dans le poste des provisions. Les  r\u00e9\u00e9valuations du passif au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies sont comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global.\u00a0</span></p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_672518\">Les hypoth\u00e8ses actuarielles retenues dans le cadre de cette \u00e9valuation sont les suivantes :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_656992\"></p></div>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 33.18vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:1.32vw; vertical-align: bottom;width: 32.89%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.28vw; \"><p id=\"p_237010\"></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:1.32vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_237020\">2024</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:1.32vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_370704\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237049\">Taux d\u2019escompte</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237062\">3,38 %</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370710\">3,17 %</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237085\">Taux de mortalit\u00e9</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237098\">TH/TF 2000-2002 d\u00e9cal\u00e9e</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370716\">TH/TF 2000-2002 d\u00e9cal\u00e9e</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:7.89vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237120\">Taux de rotation</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:7.89vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237133\">de 23,04 % \u00e0 0 % de 20 ans \u00e0 55 ans pour les cadres et de 26,79 % \u00e0 0 % de  20 ans \u00e0 55 ans pour les non cadres. 0% \u00e0 partir de 56 ans.</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:7.89vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370721\">de 23,04 % \u00e0 0 % de 20 ans \u00e0 55 ans pour les cadres et de 26,79 % \u00e0 0 % de  20 ans \u00e0 55 ans pour les non cadres. 0% \u00e0 partir de 56 ans.</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237155\">Evolution future des salaires</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237169\">2,0 % (incluant l'inflation)</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370726\">3,5 % (incluant l'inflation)</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:3.91vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237192\">Age de d\u00e9part \u00e0 la retraite</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:3.91vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237205\">De 62 \u00e0 67 ans selon l\u2019ann\u00e9e de naissance et le statut.</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370731\">De 62 \u00e0 67 ans selon l\u2019ann\u00e9e de naissance et le statut.</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_656900\"><img alt=\"image\" src=\"data:image/png;base64,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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_237249\">Les charges li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont pr\u00e9sent\u00e9es sous la rubrique \u00ab charges de personnel \u00bb.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_237396\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Actifs et passifs comptabilis\u00e9s au bilan</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_237444\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_237458\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_237469\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237479\">Autres avantages \u00e0 long terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237514\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237524\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237534\">Provision pour des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237571\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237585\">2\u00a0503</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_237598\">Total des provisions pour pensions et retraites</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_237654\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_237667\">2\u00a0503</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_237698\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Mouvements de la valeur actualis\u00e9e des obligations</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_237753\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_237767\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_237778\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_237789\">Valeur actualis\u00e9e des obligations au 1er janvier</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_237812\">2\u00a0504</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_237826\">1\u00a0997</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237840\">Co\u00fbt financier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237852\">79</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237863\">75</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237874\">Co\u00fbt des services rendus</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237890\">167</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237902\">138</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237914\">Prestations pay\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237926\">-85</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237936\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237948\">(Gains) / pertes actuariel(le)s li\u00e9s \u00e0 l'exp\u00e9rience</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237970\">-93</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237982\">-13</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237993\">(Gains) / pertes actuariel(le)s sur les hypoth\u00e8ses d\u00e9mographiques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238017\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238027\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238037\">(Gains) / pertes actuariel(le)s sur les hypoth\u00e8ses financi\u00e8res</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238061\">-462</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238073\">307</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238086\">Reclassements</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238096\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238106\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238119\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238133\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238143\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_238153\">Valeur actualis\u00e9e des obligations au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_238178\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_238192\">2\u00a0504</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_238223\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Ecarts actuariels des r\u00e9gimes \u00e0 prestations d\u00e9finies enregistr\u00e9s dans les autres \u00e9l\u00e9ments du r\u00e9sultat global</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_238374\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_238388\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_238399\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238409\">Ecarts actuariels sur les passifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238431\">462</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238444\">-307</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238455\">Ajustements li\u00e9s \u00e0 l'exp\u00e9rience relatifs aux passifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238481\">93</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238492\">13</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238503\">Ajustements li\u00e9s \u00e0 l'exp\u00e9rience relatifs aux actifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238529\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238539\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_238549\">Gain (perte) sur la r\u00e9\u00e9valuation des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_238581\">555</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_238594\">-294</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_582879\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Charges comptabilis\u00e9es au compte de r\u00e9sultat</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_238701\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_238715\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_238726\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238737\">Co\u00fbt des services rendus</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238753\">167</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238765\">138</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238777\">Charge d'int\u00e9r\u00eat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238791\">80</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238802\">74</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_238813\">Co\u00fbt\u00a0 /(produit) des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_238841\">247</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_238853\">212</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_238882\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Analyse de la sensibilit\u00e9</h4></div>\n<div class=\"Normal\"><p id=\"p_238890\"><span style=\"background-color: #ffffff; \">Les r\u00e9sultats de l'analyse de la sensibilit\u00e9 sur la valeur des engagements au 31.12.2024 sont les suivants:</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 39.43%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_380759\">Indicateur</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_380766\">Variation de l'indicateur appliqu\u00e9e</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_380820\">Impact sur la valeur de l'engagement</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" rowspan=\"2\" style=\" height:1.45vw; vertical-align: center;width: 39.43%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_380773\">Taux d'actualisation</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_380780\">Hausse de 25 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_380827\">- 3%</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381146\">Baisse de 25 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381153\">+ 3,1 %</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" rowspan=\"2\" style=\" height:1.45vw; vertical-align: center;width: 39.43%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_381265\">Hausse des salaires</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381272\">Hausse de 50 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381279\">+6,2 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381457\">Baisse de 50 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381464\">-5,7 %</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_380786\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAccountingJudgementsAndEstimatesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24883386596855398_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_207086\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Pertes de valeur des actifs non financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207099\">Les actifs non financiers sont examin\u00e9s \u00e0 chaque arr\u00eat\u00e9 semestriel afin de d\u00e9terminer s\u2019il existe des indices r\u00e9v\u00e9lant une perte de leur valeur. Si de tels indices existent, la valeur recouvrable des actifs est estim\u00e9e. Pour d\u00e9terminer la valeur recouvrable, le Groupe utilise des donn\u00e9es de march\u00e9, et lorsque ces derni\u00e8res ne sont pas disponibles ou fiables, des techniques d\u2019actualisation de flux de tr\u00e9sorerie futurs.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598121\">Pour les goodwills et les immobilisations incorporelles \u00e0 dur\u00e9e de vie ind\u00e9finie, la valeur recouvrable est estim\u00e9e syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non un indice r\u00e9v\u00e9lant une perte de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207117\">Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. La valeur recouvrable d\u2019un actif correspond \u00e0 la valeur la plus \u00e9lev\u00e9e entre la juste valeur de l\u2019actif nette des co\u00fbts de cession et sa valeur d\u2019utilit\u00e9. La valeur d\u2019utilit\u00e9 correspond \u00e0 la valeur actualis\u00e9e des flux de tr\u00e9sorerie futurs susceptibles de d\u00e9couler d\u2019un actif ou d\u2019une unit\u00e9 g\u00e9n\u00e9ratrice de\u00a0tr\u00e9sorerie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207123\">Une perte de valeur est comptabilis\u00e9e pour une unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie tout d\u2019abord en r\u00e9duction de la valeur comptable de tout \u00e9cart d\u2019acquisition affect\u00e9 \u00e0 l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (au groupe d\u2019unit\u00e9s) et ensuite, aux autres actifs de l\u2019unit\u00e9 (du groupe d\u2019unit\u00e9s) au prorata de la valeur comptable de chaque actif dans l\u2019unit\u00e9 (le groupe d\u2019unit\u00e9s).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_207129\">Les pertes de valeur comptabilis\u00e9es au cours des p\u00e9riodes ant\u00e9rieures pour des actifs non financiers, autres que les goodwills, sont revues semestriellement et reprises si n\u00e9cessaire.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfNonfinancialAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911010_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_207086\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Pertes de valeur des actifs non financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207099\">Les actifs non financiers sont examin\u00e9s \u00e0 chaque arr\u00eat\u00e9 semestriel afin de d\u00e9terminer s\u2019il existe des indices r\u00e9v\u00e9lant une perte de leur valeur. Si de tels indices existent, la valeur recouvrable des actifs est estim\u00e9e. Pour d\u00e9terminer la valeur recouvrable, le Groupe utilise des donn\u00e9es de march\u00e9, et lorsque ces derni\u00e8res ne sont pas disponibles ou fiables, des techniques d\u2019actualisation de flux de tr\u00e9sorerie futurs.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598121\">Pour les goodwills et les immobilisations incorporelles \u00e0 dur\u00e9e de vie ind\u00e9finie, la valeur recouvrable est estim\u00e9e syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non un indice r\u00e9v\u00e9lant une perte de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207117\">Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. La valeur recouvrable d\u2019un actif correspond \u00e0 la valeur la plus \u00e9lev\u00e9e entre la juste valeur de l\u2019actif nette des co\u00fbts de cession et sa valeur d\u2019utilit\u00e9. La valeur d\u2019utilit\u00e9 correspond \u00e0 la valeur actualis\u00e9e des flux de tr\u00e9sorerie futurs susceptibles de d\u00e9couler d\u2019un actif ou d\u2019une unit\u00e9 g\u00e9n\u00e9ratrice de\u00a0tr\u00e9sorerie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207123\">Une perte de valeur est comptabilis\u00e9e pour une unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie tout d\u2019abord en r\u00e9duction de la valeur comptable de tout \u00e9cart d\u2019acquisition affect\u00e9 \u00e0 l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (au groupe d\u2019unit\u00e9s) et ensuite, aux autres actifs de l\u2019unit\u00e9 (du groupe d\u2019unit\u00e9s) au prorata de la valeur comptable de chaque actif dans l\u2019unit\u00e9 (le groupe d\u2019unit\u00e9s).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_207129\">Les pertes de valeur comptabilis\u00e9es au cours des p\u00e9riodes ant\u00e9rieures pour des actifs non financiers, autres que les goodwills, sont revues semestriellement et reprises si n\u00e9cessaire.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911011_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597254\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_194328\">Les obligations du Groupe li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont \u00e9valu\u00e9es chaque ann\u00e9e sur la base d\u2019\u00e9valuations actuarielles. Ce type d\u2019\u00e9valuation implique l\u2019utilisation d\u2019hypoth\u00e8ses actuarielles, notamment les taux d\u2019actualisation,  les augmentations futures des salaires et des retraites ainsi que les taux de mortalit\u00e9. En raison de leur perspective long terme, ces estimations sont sujettes \u00e0 incertitudes. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_194873\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions pour litiges</h5></div>\n<div class=\"Normal\"><p id=\"p_194896\">Des provisions sont constat\u00e9es pour les litiges en cours lorsque l\u2019issue probable d\u2019une action en justice ou de tout autre litige impliquant le Groupe peut \u00eatre estim\u00e9e de mani\u00e8re fiable. L\u2019\u00e9ch\u00e9ance des sorties de tr\u00e9sorerie relative \u00e0 ces provisions est incertaine car elle d\u00e9pend de l\u2019issue des proc\u00e9dures en question. Des informations compl\u00e9mentaires sont donn\u00e9es en note\u00a04.2.16.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_195571\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Filiales</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_195584\">Le Groupe contr\u00f4le une entit\u00e9 lorsqu'il est expos\u00e9 ou \u00e0 le droit \u00e0 des rendements variables en raison de ses liens avec l'entit\u00e9 et a la capacit\u00e9 d'influer sur le montant de ces rendements par le pouvoir qu'il exerce sur l'entit\u00e9. Les \u00e9tats financiers des filiales sont int\u00e9gr\u00e9s aux comptes consolid\u00e9s \u00e0 partir de la date de prise de contr\u00f4le jusqu\u2019\u00e0 la date o\u00f9 le contr\u00f4le cesse. La part des actionnaires minoritaires \u00e0 l\u2019actif net des filiales consolid\u00e9es et au r\u00e9sultat global de l\u2019exercice est pr\u00e9sent\u00e9e distinctement au bilan et au compte de r\u00e9sultat global consolid\u00e9 m\u00eame si cela se traduit par un solde d\u00e9ficitaire pour les int\u00e9r\u00eats minoritaires. </p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196471\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Coentreprises</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_196496\">Une coentreprise est un partenariat qui conf\u00e8re au Groupe des droits sur l\u2019actif net de la soci\u00e9t\u00e9 dans laquelle le Groupe exerce un contr\u00f4le conjoint avec d\u2019autres actionnaires. Le Groupe comptabilise ses int\u00e9r\u00eats dans les coentreprises selon la m\u00e9thode de la mise en \u00e9quivalence. Les goodwills d\u00e9termin\u00e9s sur les coentreprises sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196979\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Soci\u00e9t\u00e9s associ\u00e9es</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_197006\">Les soci\u00e9t\u00e9s associ\u00e9es sur lesquelles Bourse Direct exerce une influence notable sur les politiques financi\u00e8res et op\u00e9rationnelles, mais sans toutefois en avoir le contr\u00f4le, sont int\u00e9gr\u00e9es selon la m\u00e9thode de la mise en \u00e9quivalence. Une influence notable est notamment pr\u00e9sum\u00e9e lorsque Bourse Direct d\u00e9tient, directement ou indirectement, plus de 20 % des droits de vote de ces soci\u00e9t\u00e9s. Les comptes consolid\u00e9s incluent la quote-part du Groupe dans l\u2019actif net et le r\u00e9sultat des soci\u00e9t\u00e9s associ\u00e9es. Les goodwills d\u00e9termin\u00e9s sur les soci\u00e9t\u00e9s associ\u00e9es sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_199681\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Traitement des devises \u00e9trang\u00e8res</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199712\">Les transactions en devises \u00e9trang\u00e8res sont converties dans la monnaie fonctionnelle de chaque entit\u00e9, aux cours de change en vigueur au moment de la transaction. Les actifs et les passifs mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res \u00e0 la fin de la p\u00e9riode sont convertis aux cours de change en vigueur \u00e0 cette date. Les diff\u00e9rences de change r\u00e9sultant de ces op\u00e9rations sont constat\u00e9es au compte de r\u00e9sultat. Les actifs et les passifs non mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res et constat\u00e9s \u00e0 leur co\u00fbt historique sont convertis aux cours de change en vigueur au moment de la transaction. Les actifs et les passifs non mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res et constat\u00e9s \u00e0 leur juste valeur sont convertis aux cours de change en vigueur au moment o\u00f9 la juste valeur est d\u00e9termin\u00e9e.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_199976\">Le bilan des soci\u00e9t\u00e9s consolid\u00e9es exprim\u00e9 en devises dans leur monnaie fonctionnelle est converti \u00e0 la monnaie de pr\u00e9sentation du groupe - en euros - sur la base des cours de change officiels \u00e0 la date de cl\u00f4ture et leur compte de r\u00e9sultat sur la base du cours de change moyen. La diff\u00e9rence de conversion sur le capital, les r\u00e9serves, le report \u00e0 nouveau et le r\u00e9sultat r\u00e9sultant de l\u2019\u00e9volution des cours de change est enregistr\u00e9e en \"\u00c9cart de conversion\" au sein des capitaux propres.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_580984\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs financiers</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_200035\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Comptabilisation et \u00e9valuation initiale</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200081\">En cas d\u2019achat ou de vente ordinaire d\u2019actifs financiers, la date de transaction est retenue pour la comptabilisation initiale et la d\u00e9-comptabilisation\u00a0subs\u00e9quente.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200320\">Les cr\u00e9ances sont initialement \u00e9valu\u00e9es \u00e0 leur prix de transaction Les autres actifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur, augment\u00e9e, dans le cas d'un actif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l'acquisition de cet actif financier.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_701930\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Classement et \u00e9valuation ult\u00e9rieure</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_200781\">Tous les actifs financiers comptabilis\u00e9s sont ult\u00e9rieurement \u00e9valu\u00e9s soit au co\u00fbt amorti, soit \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global, soit \u00e0 la juste valeur par le biais du r\u00e9sultat net, en fonction \u00e0 la fois :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_201127\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>du mod\u00e8le \u00e9conomique que suit l\u2019entit\u00e9 pour la gestion des actifs financiers. Un mod\u00e8le de gestion correspond \u00e0 la mani\u00e8re dont est g\u00e9r\u00e9 collectivement un groupe d\u2019actifs financiers pour g\u00e9n\u00e9rer des revenus. Son objectif est de traduire au mieux les pratiques de gestion des actifs concern\u00e9s. Il est identifi\u00e9 au sein du Groupe \u00e0 partir des faits objectifs qui peuvent \u00eatre observ\u00e9s comme l\u2019analyse de l\u2019organisation du m\u00e9tier, de ses syst\u00e8mes d\u2019information, de ses rapports internes, de son mode de suivi des risques, ou encore de ses d\u00e9cisions de gestion pass\u00e9es (historiques de cessions par exemple). Conform\u00e9ment \u00e0 la norme IFRS 9, trois types de mod\u00e8les de gestion peuvent s\u2019appliquer : </p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201358\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>u<span style=\"letter-spacing: -0.01em; \">n mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs (mod\u00e8le \u00ab Collecte \u00bb) ;</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201453\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs et effectuer des cessions (mod\u00e8le \u00ab Collecte et Vente \u00bb) ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201503\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le particulier aux autres actifs financiers, notamment ceux g\u00e9r\u00e9s \u00e0 des fins de\u00a0transaction ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.13vw; \"><p id=\"p_201541\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des caract\u00e9ristiques des flux de tr\u00e9sorerie contractuels de l\u2019actif financier. Elles sont appr\u00e9hend\u00e9es via le crit\u00e8re/test SPPI (Solely Payments of Principal and Interest). Pour \u00e9valuer si les flux de tr\u00e9sorerie contractuels sont uniquement des paiements de principal et d'int\u00e9r\u00eats, il faut consid\u00e9rer les termes contractuels de l'instrument et analyser tout \u00e9l\u00e9ment qui pourrait remettre en cause la repr\u00e9sentation exclusive de la valeur temps de l\u2019argent et du risque de cr\u00e9dit.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_569362\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_201749\">Un actif financier est \u00e9valu\u00e9 au co\u00fbt amorti si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est de d\u00e9tenir des actifs financiers afin d\u2019en percevoir les flux de tr\u00e9sorerie contractuels et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202327\">Le co\u00fbt amorti d\u2019un actif financier est la valeur qui lui est attribu\u00e9e lors de sa comptabilisation initiale, diminu\u00e9e des remboursements en principal, major\u00e9e ou diminu\u00e9e de l\u2019amortissement cumul\u00e9, calcul\u00e9 par la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif, de toute diff\u00e9rence entre cette valeur initiale et la valeur \u00e0 l\u2019\u00e9ch\u00e9ance et ajust\u00e9e au titre de la correction de valeur pour pertes, le cas \u00e9ch\u00e9ant. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202836\">Le taux d'int\u00e9r\u00eat effectif est le taux qui actualise les futures entr\u00e9es de tr\u00e9sorerie, estim\u00e9es sur la dur\u00e9e de vie attendue d\u2019un actif, de mani\u00e8re \u00e0 obtenir exactement la valeur comptable brute de l\u2019actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203117\">Les pr\u00eats et cr\u00e9ances sur la client\u00e8le et sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s sont \u00e9valu\u00e9s au co\u00fbt amorti en utilisant la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif d\u00e9duction faite d\u2019\u00e9ventuelles pertes de valeur.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_203402\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203562\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est atteint \u00e0 la fois par la perception de flux de tr\u00e9sorerie contractuels et par la vente d\u2019actifs financiers et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_597657\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers d\u00e9sign\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_204361\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.01em; \">Lors de la comptabilisation initiale, le Groupe peut faire le choix irr\u00e9vocable de pr\u00e9senter dans les autres \u00e9l\u00e9ments du r\u00e9sultat global les variations ult\u00e9rieures de la juste valeur d\u2019un placement dans un instrument de capitaux propres, qui n\u2019est ni d\u00e9tenu \u00e0 des fins de transaction ni une contrepartie \u00e9ventuelle comptabilis\u00e9e par un acqu\u00e9reur dans un regroupement d\u2019entreprises. Les dividendes re\u00e7us sur ces placements sont enregistr\u00e9s dans le compte de r\u00e9sultat. Lorsque ces instruments de capitaux propres sont c\u00e9d\u00e9s, le montant des variations cumul\u00e9es nettes de juste valeur jusqu\u2019au moment de leur cession est reclass\u00e9 au b\u00e9n\u00e9fice au bilan dans les capitaux\u00a0propres.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205183\">Aucun actif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_205195\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205278\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, \u00e0 moins qu\u2019il ne soit \u00e9valu\u00e9 au co\u00fbt amorti ou \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205359\">Les autres instruments de capitaux propres sont \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net tout comme les instruments financiers d\u00e9riv\u00e9s sauf si l\u2019instrument d\u00e9riv\u00e9 est d\u00e9sign\u00e9 comme instrument de couverture efficace.</p></div>\n<div class=\"Normal\"><p id=\"p_656734\"><img alt=\"image\" src=\"data:image/png;base64,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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586676\"></p></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571528\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Passifs financiers</h5></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205783\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Comptabilisation et \u00e9valuation initiale</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205795\">Les passifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur diminu\u00e9e, dans le cas d'un passif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l\u2019\u00e9mission de ce passif financier. </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205801\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Classement et \u00e9valuation ult\u00e9rieure</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205813\">Apr\u00e8s la comptabilisation initiale, les passifs financiers sont class\u00e9s en deux cat\u00e9gories :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_205819\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205834\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205848\"><span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205862\">Les passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net incluent les passifs financiers d\u00e9tenus \u00e0 des fins de transaction et passifs d\u00e9sign\u00e9s lors de la comptabilisation initiale comme \u00e9tant \u00e0 la juste valeur par le biais du compte de r\u00e9sultat. L'\u00e9valuation ult\u00e9rieure de ces passifs est effectu\u00e9e \u00e0 la juste valeur. Cette cat\u00e9gorie comprend les instruments financiers d\u00e9riv\u00e9s conclus par le Groupe qui ne sont pas d\u00e9sign\u00e9s comme instruments de couverture dans des relations de couverture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205869\">Aucun passif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le r\u00e9sultat net dans les comptes consolid\u00e9s du\u00a0groupe.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205886\">\u00a0<span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers au co\u00fbt amorti</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205895\">Apr\u00e8s la comptabilisation initiale, ces passifs financiers sont ensuite \u00e9valu\u00e9s au co\u00fbt amorti selon la m\u00e9thode du taux d'int\u00e9r\u00eat effectif. Le co\u00fbt amorti du passif financier est ajust\u00e9 de mani\u00e8re \u00e0 refl\u00e9ter les flux de tr\u00e9sorerie contractuels r\u00e9els et les flux de tr\u00e9sorerie contractuels estim\u00e9s r\u00e9vis\u00e9s. L\u2019ajustement est comptabilis\u00e9 en r\u00e9sultat net \u00e0 titre de produit ou de charge. Cette cat\u00e9gorie comprend les dettes financi\u00e8res, les obligations locatives ainsi que les fournisseurs et autres cr\u00e9anciers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205902\">Les dettes envers les \u00e9tablissements de cr\u00e9dit, les dettes envers la client\u00e8le, les dettes repr\u00e9sent\u00e9es par un titre ainsi que les dettes locatives sont \u00e9valu\u00e9es au co\u00fbt amorti dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_581127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Autres actifs financiers et Dettes repr\u00e9sent\u00e9s par\u00a0un titre</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205940\"> Les cr\u00e9ances d\u00e9tenues en \"Autres actifs financiers\" correspondent aux cr\u00e9ances li\u00e9es aux titres acquis pour le compte de la client\u00e8le et dont le r\u00e8glement est diff\u00e9r\u00e9 (SRD). Les dettes li\u00e9es aux titres vendus sont quant \u00e0 elles pr\u00e9sent\u00e9es en \"Dettes repr\u00e9sent\u00e9es par un titre\". Ces cr\u00e9ances et ces dettes sont comptabilis\u00e9es selon les r\u00e8gles applicables respectivement aux actifs et aux passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_205988\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206021\">La juste valeur repr\u00e9sente le prix qui serait re\u00e7u pour la vente d\u2019un actif ou pay\u00e9 pour le transfert d\u2019un passif lors d\u2019une transaction normale entre des intervenants du march\u00e9 \u00e0 la date d\u2019\u00e9valuation. L\u2019\u00e9valuation d\u2019une juste valeur suppose que la transaction pour la vente de l\u2019actif ou le transfert du passif a lieu soit sur le march\u00e9 principal pour l\u2019actif ou le passif, soit en l\u2019absence de march\u00e9 principal, sur le march\u00e9 le plus avantageux pour l\u2019actif ou le passif.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206205\">Le Groupe \u00e9value la juste valeur d'un instrument financier en utilisant le prix cot\u00e9 sur un march\u00e9 actif pour cet instrument. Un march\u00e9 est consid\u00e9r\u00e9 comme \u00ab actif \u00bb si les transactions sur l\u2019actif ou le passif ont lieu avec une fr\u00e9quence et un volume suffisants pour fournir de fa\u00e7on continue de l\u2019information sur le prix. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206322\">S'il n'y a pas de prix cot\u00e9 sur un march\u00e9 actif, le Groupe utilise des techniques d\u2019\u00e9valuation appropri\u00e9es aux circonstances et pour lesquelles les donn\u00e9es sont disponibles en quantit\u00e9 suffisante pour \u00e9valuer la juste valeur, en maximisant l\u2019utilisation des donn\u00e9es d\u2019entr\u00e9e observables pertinentes et en minimisant celle des donn\u00e9es d\u2019entr\u00e9e non observables. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206431\">Le Groupe applique une hi\u00e9rarchie des justes valeurs qui classe selon trois niveaux les donn\u00e9es d\u2019entr\u00e9e des techniques d\u2019\u00e9valuation utilis\u00e9es pour d\u00e9terminer la juste valeur. Cette hi\u00e9rarchie place au plus haut niveau les cours (non ajust\u00e9s) sur des march\u00e9s actifs pour des actifs ou des passifs identiques (donn\u00e9es d\u2019entr\u00e9e de niveau 1), et au niveau le plus bas les donn\u00e9es d\u2019entr\u00e9e non observables (donn\u00e9es d\u2019entr\u00e9e de niveau\u00a03). </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598109\">Les niveaux retenus sont les suivants : </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206591\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) auquel le Groupe peut avoir acc\u00e8s, sur un march\u00e9 actif pour un instrument identique. C\u2019est notamment le cas pour certains instruments de capitaux propres et les emprunts obligataires dont la juste valeur repose sur les cours de cl\u00f4ture \u00e0 la bourse \u00e0 la date du bilan ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206709\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s. Il s\u2019agit de techniques d\u2019\u00e9valuation telles que l\u2019actualisation de flux de tr\u00e9sorerie, des mod\u00e8les de valorisation standard bas\u00e9s sur des param\u00e8tres de march\u00e9 de taux d\u2019int\u00e9r\u00eats, des courbes de rendement ou de taux de change, des avis de courtiers pour des instruments similaires et l\u2019utilisation de transactions comparables r\u00e9alis\u00e9es dans des conditions de concurrence normale. Par exemple, la juste valeur des contrats de change \u00e0 terme sur devises et des swaps de devises est d\u00e9termin\u00e9e en actualisant les flux de tr\u00e9sorerie futures estim\u00e9s. Certains instruments de capitaux propres sont \u00e9valu\u00e9s sur la base de multiple de valorisation ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_206970\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur un march\u00e9 comme par exemple une pr\u00e9vision financi\u00e8re \u00e9labor\u00e9e \u00e0 partir des donn\u00e9es internes de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_207086\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Pertes de valeur des actifs non financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207099\">Les actifs non financiers sont examin\u00e9s \u00e0 chaque arr\u00eat\u00e9 semestriel afin de d\u00e9terminer s\u2019il existe des indices r\u00e9v\u00e9lant une perte de leur valeur. Si de tels indices existent, la valeur recouvrable des actifs est estim\u00e9e. Pour d\u00e9terminer la valeur recouvrable, le Groupe utilise des donn\u00e9es de march\u00e9, et lorsque ces derni\u00e8res ne sont pas disponibles ou fiables, des techniques d\u2019actualisation de flux de tr\u00e9sorerie futurs.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598121\">Pour les goodwills et les immobilisations incorporelles \u00e0 dur\u00e9e de vie ind\u00e9finie, la valeur recouvrable est estim\u00e9e syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non un indice r\u00e9v\u00e9lant une perte de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207117\">Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. La valeur recouvrable d\u2019un actif correspond \u00e0 la valeur la plus \u00e9lev\u00e9e entre la juste valeur de l\u2019actif nette des co\u00fbts de cession et sa valeur d\u2019utilit\u00e9. La valeur d\u2019utilit\u00e9 correspond \u00e0 la valeur actualis\u00e9e des flux de tr\u00e9sorerie futurs susceptibles de d\u00e9couler d\u2019un actif ou d\u2019une unit\u00e9 g\u00e9n\u00e9ratrice de\u00a0tr\u00e9sorerie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207123\">Une perte de valeur est comptabilis\u00e9e pour une unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie tout d\u2019abord en r\u00e9duction de la valeur comptable de tout \u00e9cart d\u2019acquisition affect\u00e9 \u00e0 l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (au groupe d\u2019unit\u00e9s) et ensuite, aux autres actifs de l\u2019unit\u00e9 (du groupe d\u2019unit\u00e9s) au prorata de la valeur comptable de chaque actif dans l\u2019unit\u00e9 (le groupe d\u2019unit\u00e9s).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_207129\">Les pertes de valeur comptabilis\u00e9es au cours des p\u00e9riodes ant\u00e9rieures pour des actifs non financiers, autres que les goodwills, sont revues semestriellement et reprises si n\u00e9cessaire.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_207141\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actions propres</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207156\">Au 31 d\u00e9cembre 2024, Bourse Direct d\u00e9tient 1 295 269 de ses propres titres dans le cadre de son programme de rachat d\u2019actions propres, soit 2,45\u00a0% de son capital social. Ces titres sont affect\u00e9s \u00e0 l\u2019objectif d\u2019annulation.</p></div>\n<div class=\"Normal\"><p id=\"p_207237\"><span style=\"word-spacing: -0.0520em; \">Les actions propres ne rentrent pas dans la d\u00e9finition d\u2019un actif financier et sont comptabilis\u00e9es en d\u00e9duction des capitaux propres. Lors de cessions ult\u00e9rieures, la plus ou moins-value n\u2019a pas d\u2019effet sur le r\u00e9sultat mais est enregistr\u00e9e comme apport ou r\u00e9duction aux r\u00e9serves provenant de primes\u00a0d\u2019\u00e9mission.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586702\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571837\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations incorporelles et goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_207546\"><span style=\"letter-spacing: -0.01em; \">Les immobilisations incorporelles, valoris\u00e9es \u00e0 leur co\u00fbt d'acquisition ou de production, sont amorties ou d\u00e9pr\u00e9ci\u00e9es selon les crit\u00e8res suivants :</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_207674\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les amortissements des logiciels sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire sur 3 ans ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_207710\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les marques ne sont pas amorties en raison de leur dur\u00e9e de vie ind\u00e9finie. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207748\">Les autres immobilisations incorporelles sont principalement constitu\u00e9es de d\u00e9veloppements technologiques et font l\u2019objet d\u2019un amortissement lin\u00e9aire sur une dur\u00e9e de 1 \u00e0 3 ans. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Les logiciels produits par la soci\u00e9t\u00e9 sont immobilis\u00e9s sur la base de leur prix de revient, d\u00e9termin\u00e9 \u00e0 partir des temps pass\u00e9s et d\u2019un co\u00fbt horaire, et des factures re\u00e7ues de prestataires externes, d\u00e8s lors que le projet est identifi\u00e9, fait l'objet d'un cahier des charges pr\u00e9cis et que les aspects suivants sont couverts : sa faisabilit\u00e9 technique, la capacit\u00e9 \u00e0 mener \u00e0 terme le projet et \u00e0 l'utiliser, et l'existence de perspectives de g\u00e9n\u00e9ration de profits \u00e9conomiques futurs. Ces immobilisations font l'objet une revue a minima annuelle et de tests de d\u00e9pr\u00e9ciation d\u00e8s l\u2019indentification d\u2019indices de perte de valeur. L'amortissement de ces logiciels d\u00e9bute d\u00e8s leur mise en service, et est effectu\u00e9 sur la dur\u00e9e d'utilisation pr\u00e9vue, n'exc\u00e9dant pas 3 ans. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_653784\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations corporelles</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_208183\">Les immobilisations corporelles sont inscrites au bilan \u00e0 leur co\u00fbt d\u2019acquisition, diminu\u00e9es de l\u2019amortissement cumul\u00e9 et, si n\u00e9cessaire, diminu\u00e9es d\u2019une d\u00e9pr\u00e9ciation pour perte de valeur. Les terrains ne sont pas amortis. Les charges d\u2019entretien et de r\u00e9paration sont imput\u00e9es au compte de r\u00e9sultat de l\u2019exercice au cours duquel elles sont encourues. Les d\u00e9penses permettant d\u2019augmenter les avantages \u00e9conomiques futurs li\u00e9s aux immobilisations corporelles sont capitalis\u00e9es et amorties.</p></div>\n<div class=\"Normal\"><p id=\"p_208321\">Les amortissements sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire, sur la dur\u00e9e d'utilisation estim\u00e9e des diff\u00e9rentes cat\u00e9gories d'immobilisations. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Ces dur\u00e9es sont principalement les\u00a0suivantes :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 63.66%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_208441\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 36.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_208449\">Nombre d'ann\u00e9es</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208460\">Agencements, installations des constructions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208475\">3 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208488\">Installations g\u00e9n\u00e9rales</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208499\">5 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208512\">Mat\u00e9riel de bureau et informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208529\">2 \u00e0 5 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208543\">Mobilier</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208552\">5 \u00e0 10 </p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_581084\">La juste valeur des immobilisations corporelles comptabilis\u00e9es suite \u00e0 un regroupement d\u2019entreprises est d\u00e9termin\u00e9e sur la base de donn\u00e9es du march\u00e9. La valeur de march\u00e9 correspond au montant qui peut \u00eatre obtenu de la vente d\u2019un actif lors d\u2019une transaction dans des conditions de concurrence normale entre des parties bien inform\u00e9es et consentantes.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_208718\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Contrats de location \u2013 le Groupe comme preneur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_208751\">Le Groupe \u00e9value si un contrat est, ou contient un contrat de location \u00e0 la date de passation du contrat. Un contrat est, ou contient un contrat de location s\u2019il conf\u00e8re le droit de contr\u00f4ler l\u2019utilisation d\u2019un bien d\u00e9termin\u00e9 pour un certain temps moyennant une contrepartie. Lorsqu\u2019un contrat est, ou contient un contrat de location, le Groupe comptabilise chaque composante locative du contrat comme un contrat de location distinct, s\u00e9par\u00e9ment des composantes non locatives du contrat.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_209360\">Au d\u00e9but du contrat de location, le Groupe comptabilise un actif au titre du droit d\u2019utilisation et une obligation locative, sauf pour les contrats de location \u00e0 court terme. Les paiements de loyers associ\u00e9s \u00e0 ces contrats, dont la dur\u00e9e est \u00e9gale ou inf\u00e9rieure \u00e0 douze mois, sont enregistr\u00e9s en charge dans le compte de r\u00e9sultat selon la m\u00e9thode lin\u00e9aire sur la dur\u00e9e du contrat de location.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_209897\">L\u2019obligation locative correspond initialement \u00e0 la valeur actualis\u00e9e des paiements de loyers qui n\u2019ont pas \u00e9t\u00e9 vers\u00e9s, actualis\u00e9s au taux d\u2019int\u00e9r\u00eat implicite du contrat de location ou au taux d\u2019emprunt marginal le cas \u00e9ch\u00e9ant. Les paiements de loyers comprennent entres autres les paiements fixes, les paiements variables qui sont fonction d\u2019un indice ou d\u2019un taux, les garanties de valeur r\u00e9siduelle ainsi que le prix d\u2019exercice d\u2019options d\u2019achat si le Groupe a la certitude raisonnable de les exercer, ou les p\u00e9nalit\u00e9s exig\u00e9es en cas de r\u00e9siliation du contrat de location le cas \u00e9ch\u00e9ant. Par la suite, l\u2019obligation locative est \u00e9valu\u00e9e au co\u00fbt amorti selon la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif. L\u2019obligation locative est r\u00e9\u00e9valu\u00e9e en cas de changement dans les paiements de loyers futurs en raison d\u2019une variation de l\u2019indice ou du taux utilis\u00e9 pour d\u00e9terminer ces paiements, en cas de variation des paiements au titre de la garantie de valeur r\u00e9siduelle ou en cas de changement d\u2019appr\u00e9ciation de l\u2019exercice d\u2019une option d\u2019achat, de prolongation ou de r\u00e9siliation. Lors de la r\u00e9\u00e9valuation de l\u2019obligation locative, un ajustement correspondant est enregistr\u00e9 \u00e0 l\u2019actif au titre du droit d\u2019utilisation ou au compte de r\u00e9sultat si la valeur de l\u2019actif au titre du droit d\u2019utilisation a d\u00e9j\u00e0 \u00e9t\u00e9 ramen\u00e9e \u00e0 z\u00e9ro. Les obligations locatives sont pr\u00e9sent\u00e9es au bilan s\u00e9par\u00e9ment des autres passifs.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_211646\">L\u2019actif au titre du droit d\u2019utilisation est \u00e9valu\u00e9 au co\u00fbt comprenant le montant initial de l\u2019obligation locative, les co\u00fbts directs initiaux et une estimation des co\u00fbts de remise en \u00e9tat, r\u00e9duits de tous les avantages incitatifs \u00e0 la location re\u00e7us. L\u2019actif au titre du droit d\u2019utilisation est amorti sur la dur\u00e9e la plus courte entre celle du contrat de location et la dur\u00e9e de vie utile de l\u2019actif sous-jacent. Les actifs li\u00e9s au droit d\u2019utilisation sont pr\u00e9sent\u00e9s au bilan s\u00e9par\u00e9ment des autres actifs.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_212323\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Comptes de n\u00e9gociation et de r\u00e8glement</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212352\">Ces postes recouvrent les comptes de n\u00e9gociation et de r\u00e8glement qui enregistrent, au prix de transaction, d\u00e8s la date de transfert de propri\u00e9t\u00e9, l\u2019ensemble des achats et des ventes d\u2019instruments financiers pour compte propre ou pour compte de tiers, dont les op\u00e9rations de livraison et de r\u00e8glement ne sont pas encore d\u00e9nou\u00e9es. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212776\">Lorsque la date de transfert de propri\u00e9t\u00e9 est post\u00e9rieure \u00e0 la date d\u2019arr\u00eat\u00e9, les titres sont, dans l\u2019intervalle, inscrits au hors bilan dans les postes 'Titres \u00e0 livrer' ou 'Titres \u00e0 recevoir'.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_213037\">Les comptes de n\u00e9gociation et de r\u00e8glement englobent \u00e9galement les op\u00e9rations sur titres (coupons, souscription \u2026) \u00e9chues et non encore d\u00e9nou\u00e9es (cas de certaines places \u00e9trang\u00e8res). </p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_213262\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions </h5></div>\n<div class=\"Normal\"><p id=\"p_213294\"><span style=\"white-space: pre-wrap; letter-spacing: -0.01em; \">Une provision est constat\u00e9e lorsque le Groupe a une obligation juridique ou implicite r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s au titre de laquelle il est probable qu\u2019une sortie de ressources repr\u00e9sentatives d\u2019avantages \u00e9conomiques sera n\u00e9cessaire pour \u00e9teindre l\u2019obligation, et que le montant de l\u2019obligation peut \u00eatre estim\u00e9 de mani\u00e8re fiable. Lorsque l\u2019effet de la valeur temps de l\u2019argent est significatif, le montant de la provision correspond \u00e0  la valeur actualis\u00e9e des d\u00e9penses attendues que l\u2019on pense n\u00e9cessaires pour \u00e9teindre l\u2019obligation, estim\u00e9e en utilisant un taux d\u2019actualisation avant imp\u00f4ts refl\u00e9tant les appr\u00e9ciations actuelles par le march\u00e9 de la valeur temps de l\u2019argent et des risques sp\u00e9cifiques \u00e0 ce passif. </span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_587363\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_572048\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214168\">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s sont \u00e9valu\u00e9s en application de IAS 19 R. Le calcul des engagements est fond\u00e9 sur la m\u00e9thode actuarielle. Selon cette m\u00e9thode, le montant des engagements est d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date de d\u00e9part \u00e0 la retraite en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date. Sont ensuite pris en compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part \u00e0 la\u00a0retraite. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214355\"> Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 dans les passifs non courants du bilan dans le poste des provisions.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214441\">L'application en 2023 de la r\u00e9forme des retraites avait eu un impact non significatif dans le compte de\u00a0r\u00e9sultat .</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214515\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs et passifs \u00e9ventuels</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214552\">Les actifs et passifs \u00e9ventuels r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s et dont l\u2019existence ne sera confirm\u00e9e que par la survenance, ou non, d\u2019un ou plusieurs \u00e9v\u00e9nements futurs incertains qui ne sont pas totalement sous le contr\u00f4le du Groupe sont pr\u00e9sent\u00e9s en note annexe aux \u00e9tats financiers.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214668\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Reconnaissance des revenus nets</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214714\">Le Produit Net Bancaire est principalement compos\u00e9 des revenus d\u2019exploitation, des frais de compensation, des revenus de tr\u00e9sorerie et des revenus connexes.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214762\">Le Groupe enregistre en r\u00e9sultat les produits lorsque ce dernier a rempli son obligation de prestation de service aupr\u00e8s du client. Les revenus r\u00e9mun\u00e9rant des services sont enregistr\u00e9s en r\u00e9sultat lors du passage d'ordres pour les produits de commissions et les revenus r\u00e9mun\u00e9rant des services rendus \u00e0 un moment pr\u00e9cis sont enregistr\u00e9s en r\u00e9sultat lorsque la prestation est rendue. A ce titre, le Groupe agit en tant qu'\"agent au regard des dispositions de la norme IFRS\u00a015. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598298\">Les revenus d'exploitation bancaire regroup\u00e9s sous la rubrique \"Commissions - Produits\" sont essentiellement constitu\u00e9s par :</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214888\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les commissions et courtages,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214904\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les revenus du SRD et du ROR,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214925\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les droits de garde,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_214940\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres prestations avec  la client\u00e8le.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_214962\">Les revenus connexes aux services d\u2019investissement, correspondant aux activit\u00e9s suivantes qui se situent dans le prolongement des activit\u00e9s de Bourse Direct sont regroup\u00e9s sous la rubrique \u00ab Autres produits d\u2019exploitation bancaire\u00a0\u00bb :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215032\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les r\u00e9mun\u00e9rations de comptes clients,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215048\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les produits d\u2019activit\u00e9s annexes,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_215062\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres produits financiers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215076\">Les revenus de tr\u00e9sorerie sont reconnus sur la base du taux d\u2019int\u00e9r\u00eat applicable \u00e0 la date d\u2019arr\u00eat\u00e9, compte tenu du fait que les placements sont maintenus jusqu\u2019\u00e0 leur \u00e9ch\u00e9ance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215309\">Le chiffre d\u2019affaires est la somme des produits de commissions, des revenus connexes, des revenus de tr\u00e9sorerie ainsi que des gains sur op\u00e9rations de portefeuille de n\u00e9gociation li\u00e9s \u00e0 l\u2019activit\u00e9 clients.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_215566\">Les frais de compensation, tenue de comptes et de n\u00e9gociation vers\u00e9s \u00e0 l'interm\u00e9diaire qui ex\u00e9cute les ordres de clients sur le march\u00e9, ainsi que la r\u00e9mun\u00e9ration des diff\u00e9rents interm\u00e9diaires figurent en charges d'exploitation bancaire sous la rubrique \"Commissions - Charges\" et sont comptabilis\u00e9s concomitamment \u00e0 la transaction.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_215670\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Imp\u00f4t sur les b\u00e9n\u00e9fices </h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215690\">Cette rubrique comprend l\u2019imp\u00f4t exigible ainsi que l\u2019imp\u00f4t diff\u00e9r\u00e9 sur les b\u00e9n\u00e9fices. L\u2019effet fiscal des \u00e9l\u00e9ments comptabilis\u00e9s directement dans les capitaux propres consolid\u00e9s est enregistr\u00e9 dans les capitaux propres consolid\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215931\">L\u2019imp\u00f4t exigible est le montant des imp\u00f4ts sur le b\u00e9n\u00e9fice payable au titre du b\u00e9n\u00e9fice imposable de la p\u00e9riode calcul\u00e9 en utilisant les taux d\u2019imp\u00f4t qui ont \u00e9t\u00e9 adopt\u00e9s ou quasi adopt\u00e9s \u00e0 la date de cl\u00f4ture ainsi que les ajustements d\u2019imp\u00f4ts d\u2019ann\u00e9es pr\u00e9c\u00e9dentes. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_587415\">Des imp\u00f4ts diff\u00e9r\u00e9s sont constat\u00e9s sur les diff\u00e9rences temporelles entre la valeur comptable d\u2019un actif ou d\u2019un passif au bilan et sa base fiscale. Les imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s selon la m\u00e9thode du report variable sur la base des taux d\u2019imposition attendus lors de la r\u00e9alisation des actifs ou le r\u00e8glement des passifs. Tout changement du taux d\u2019imposition est enregistr\u00e9 au compte de r\u00e9sultat sauf s\u2019il est relatif directement \u00e0 des \u00e9l\u00e9ments de capitaux propres ou comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global. Des imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s et comptabilis\u00e9s sur toutes les diff\u00e9rences temporelles imposables, \u00e0 l\u2019exception des goodwills non d\u00e9ductibles. Les imp\u00f4ts diff\u00e9r\u00e9s actifs sont enregistr\u00e9s sur toutes les diff\u00e9rences temporelles d\u00e9ductibles, d\u00e8s lors qu\u2019il est probable de les r\u00e9cup\u00e9rer \u00e0 un horizon pr\u00e9visible gr\u00e2ce \u00e0 l\u2019existence de b\u00e9n\u00e9fices futurs. Dans le cas contraire, ils ne sont retenus qu\u2019\u00e0 hauteur des passifs d\u2019imp\u00f4ts diff\u00e9r\u00e9s pour une m\u00eame entit\u00e9 fiscale.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_587427\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>R\u00e9sultat net par action</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_217484\">Le r\u00e9sultat par action est obtenu en divisant le r\u00e9sultat net revenant \u00e0 la soci\u00e9t\u00e9 par le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice, d\u00e9duction faite des titres d\u2019autocontr\u00f4le. Le r\u00e9sultat dilu\u00e9 par action correspond \u00e0 la division entre, au num\u00e9rateur, le r\u00e9sultat net de la soci\u00e9t\u00e9 avant dilution corrig\u00e9 des \u00e9l\u00e9ments li\u00e9s \u00e0 l\u2019exercice des instruments dilutifs et, au d\u00e9nominateur, le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice augment\u00e9 du nombre d\u2019actions qui seraient cr\u00e9\u00e9es dans le cadre de l\u2019exercice des instruments dilutifs, d\u00e9duction faite des titres d\u2019autocontr\u00f4le. </p></div>\n<div class=\"Title3\" style=\"text-indent: -6.48vw; padding-left: 6.48vw; margin-bottom: 2.12vw; \"><h3 id=\"p_218856\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.3</span></span>INFORMATION SECTORIELLE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_218879\">La structure d\u2019organisation interne et de gestion de Bourse Direct, et son syst\u00e8me d\u2019information financi\u00e8re permettant l\u2019\u00e9laboration des rapports \u00e0 l\u2019attention de la Direction g\u00e9n\u00e9rale et du Directoire, sont fond\u00e9s sur une approche m\u00e9tier. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_218951\">Les deux segments d\u2019activit\u00e9 retenus sont la bourse en ligne \u00e0 destination d\u2019une client\u00e8le retail et l\u2019interm\u00e9diation financi\u00e8re \u00e0 destination de professionnels institutionnels qui est exerc\u00e9e par une filiale d\u00e9di\u00e9e.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598324\">Au regard de la structure du groupe, l\u2019information sectorielle est \u00e9tablie selon la contribution de chacune des soci\u00e9t\u00e9s au r\u00e9sultat consolid\u00e9 du Groupe. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_701957\">Les activit\u00e9s du Groupe \u00e9tant r\u00e9alis\u00e9es en France, l\u2019approche g\u00e9ographique n\u2019est pas \u00e0 retenir pour le cas pr\u00e9sent.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_219107\">Les actifs sectoriels ne sont pas inclus dans les rapports de gestion \u00e0 l\u2019attention de la Direction\u00a0g\u00e9n\u00e9rale.</p></div>\nLes principes comptables appliqu\u00e9s pour \u00e9valuer le r\u00e9sultat d\u2019exploitation sectoriel sont identiques \u00e0 ceux appliqu\u00e9s aux comptes consolid\u00e9s.<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_264127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264167\">Le tableau suivant pr\u00e9sente la valeur comptable des actifs et passifs financiers ainsi que leur juste valeur selon le niveau hi\u00e9rarchique suivant :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264353\">Le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) sur un march\u00e9 actif pour un instrument identique.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264499\">Le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264741\">Le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur le march\u00e9.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_264951\">La juste valeur n\u2019est pas indiqu\u00e9e pour les postes dont la valeur comptable repr\u00e9sente une estimation raisonnable de leur juste valeur. Les m\u00e9thodes pour d\u00e9terminer les justes valeurs sont d\u00e9crites dans la section regroupant les principales m\u00e9thodes comptables.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfMaterialAccountingPolicyInformationExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911009_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_207086\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Pertes de valeur des actifs non financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207099\">Les actifs non financiers sont examin\u00e9s \u00e0 chaque arr\u00eat\u00e9 semestriel afin de d\u00e9terminer s\u2019il existe des indices r\u00e9v\u00e9lant une perte de leur valeur. Si de tels indices existent, la valeur recouvrable des actifs est estim\u00e9e. Pour d\u00e9terminer la valeur recouvrable, le Groupe utilise des donn\u00e9es de march\u00e9, et lorsque ces derni\u00e8res ne sont pas disponibles ou fiables, des techniques d\u2019actualisation de flux de tr\u00e9sorerie futurs.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598121\">Pour les goodwills et les immobilisations incorporelles \u00e0 dur\u00e9e de vie ind\u00e9finie, la valeur recouvrable est estim\u00e9e syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non un indice r\u00e9v\u00e9lant une perte de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207117\">Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. La valeur recouvrable d\u2019un actif correspond \u00e0 la valeur la plus \u00e9lev\u00e9e entre la juste valeur de l\u2019actif nette des co\u00fbts de cession et sa valeur d\u2019utilit\u00e9. La valeur d\u2019utilit\u00e9 correspond \u00e0 la valeur actualis\u00e9e des flux de tr\u00e9sorerie futurs susceptibles de d\u00e9couler d\u2019un actif ou d\u2019une unit\u00e9 g\u00e9n\u00e9ratrice de\u00a0tr\u00e9sorerie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207123\">Une perte de valeur est comptabilis\u00e9e pour une unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie tout d\u2019abord en r\u00e9duction de la valeur comptable de tout \u00e9cart d\u2019acquisition affect\u00e9 \u00e0 l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (au groupe d\u2019unit\u00e9s) et ensuite, aux autres actifs de l\u2019unit\u00e9 (du groupe d\u2019unit\u00e9s) au prorata de la valeur comptable de chaque actif dans l\u2019unit\u00e9 (le groupe d\u2019unit\u00e9s).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_207129\">Les pertes de valeur comptabilis\u00e9es au cours des p\u00e9riodes ant\u00e9rieures pour des actifs non financiers, autres que les goodwills, sont revues semestriellement et reprises si n\u00e9cessaire.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n<div class=\"Title3\" style=\"text-indent: -7.32vw; padding-left: 7.32vw; margin-bottom: 2.12vw; \"><h3 id=\"p_582324\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.14</span></span>Goodwills</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232187\">Au 31 d\u00e9cembre 2024, les goodwills sont r\u00e9partis au sein de deux unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT), \u00e0 savoir Bourse Direct qui couvre l\u2019activit\u00e9 de bourse en ligne et d\u2019\u00e9pargne en ligne d\u00e9di\u00e9e \u00e0 l\u2019activit\u00e9 Retail et Exo\u00e9 qui couvre l\u2019activit\u00e9 de table de n\u00e9gociation destin\u00e9e \u00e0 des professionnels institutionnels.</p></div>\n<div class=\"Normal\"><p id=\"p_232293\">Le tableau ci-dessous pr\u00e9sente l\u2019\u00e9volution des goodwills des UGT en 2024 en milliers d\u2019euros.</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232353\">UGT (En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232368\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232378\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232388\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232401\">14\u00a0865</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232412\">14\u00a0865</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_232425\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_232438\">6\u00a0188</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_232451\">6\u00a0188</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232480\">La valeur recouvrable est estim\u00e9e selon une m\u00e9thode d\u2019actualisation des flux de tr\u00e9sorerie futurs des activit\u00e9s aff\u00e9rentes \u00e0 chacun de ces goodwills.  Sur la base de pr\u00e9visions d\u2019exploitation \u00e9tablies sur 5 ans, sur la base d\u2019un budget ent\u00e9rin\u00e9 par le Groupe, le flux de tr\u00e9sorerie normatif est actualis\u00e9 semestriellement afin de d\u00e9terminer la valeur de l\u2019activit\u00e9 sous-jacente par rapport aux goodwills constat\u00e9s et d\u00e9terminer ainsi une \u00e9ventuelle valeur de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_232626\">Les diff\u00e9rentes hypoth\u00e8ses retenues dans le cadre de l\u2019actualisation des flux de tr\u00e9sorerie futurs des principales unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT) sont les suivantes : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232712\">UGT </p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366129\">Taux d'actualisation</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232760\">Taux de croissance</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366136\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232790\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232817\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232827\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232837\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366143\">12,04%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232850\">11,41%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232875\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232886\">2,00%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232897\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366150\">11,13%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232908\">10,62%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232933\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232944\">2,00%</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232976\">Les taux d\u2019actualisation retenus incluent une prime de risque de march\u00e9 pour refl\u00e9ter le risque sur chacun des march\u00e9s ainsi qu'une prime de risque suppl\u00e9mentaire pour refl\u00e9ter le risque suppl\u00e9mentaire li\u00e9 \u00e0 la taille des unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233059\">Les \u00e9valuations obtenues par l\u2019utilisation de cette m\u00e9thode sont sup\u00e9rieures aux valeurs comptables et par cons\u00e9quent aucune perte de valeur n\u2019a \u00e9t\u00e9 constat\u00e9e sur les goodwills en 2024 et 2023.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233127\"> La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 ainsi d\u00e9termin\u00e9e \u00e0 la variation de ces deux hypoth\u00e8ses clefs est faible pour les deux UGT. Ainsi, une augmentation de 100 points de base appliqu\u00e9e au taux d\u2019actualisation n\u2019entra\u00eenerait pas une baisse de la valeur d\u2019utilit\u00e9 qui n\u00e9cessiterait de constater une d\u00e9pr\u00e9ciation ; il en est de m\u00eame pour une r\u00e9duction de 100 points de base du taux de croissance \u00e0 long terme. </p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598898\">La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation des pr\u00e9visions d'exploitation est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au r\u00e9sultat d'exploitation pour chaque ann\u00e9e du budget ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_233273\">Pour l'UGT \"Bourse en ligne\", cette m\u00e9thode comprend \u00e9galement d\u2019autres indicateurs d\u2019activit\u00e9 tels que le nombre de comptes clients ou le niveau d\u2019activit\u00e9 de la client\u00e8le (volume d\u2019ordres ex\u00e9cut\u00e9s). Dans le cadre de ces \u00e9valuations, le taux de croissance de l\u2019activit\u00e9 et du volume d\u2019ordres ex\u00e9cut\u00e9s varie entre 3 % et 4 % selon l\u2019\u00e9ch\u00e9ance. La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation de ces derni\u00e8res hypoth\u00e8ses est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au taux de croissance ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation. </p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfImpairmentOfAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911190_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571837\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations incorporelles et goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_207546\"><span style=\"letter-spacing: -0.01em; \">Les immobilisations incorporelles, valoris\u00e9es \u00e0 leur co\u00fbt d'acquisition ou de production, sont amorties ou d\u00e9pr\u00e9ci\u00e9es selon les crit\u00e8res suivants :</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_207674\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les amortissements des logiciels sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire sur 3 ans ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_207710\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les marques ne sont pas amorties en raison de leur dur\u00e9e de vie ind\u00e9finie. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207748\">Les autres immobilisations incorporelles sont principalement constitu\u00e9es de d\u00e9veloppements technologiques et font l\u2019objet d\u2019un amortissement lin\u00e9aire sur une dur\u00e9e de 1 \u00e0 3 ans. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Les logiciels produits par la soci\u00e9t\u00e9 sont immobilis\u00e9s sur la base de leur prix de revient, d\u00e9termin\u00e9 \u00e0 partir des temps pass\u00e9s et d\u2019un co\u00fbt horaire, et des factures re\u00e7ues de prestataires externes, d\u00e8s lors que le projet est identifi\u00e9, fait l'objet d'un cahier des charges pr\u00e9cis et que les aspects suivants sont couverts : sa faisabilit\u00e9 technique, la capacit\u00e9 \u00e0 mener \u00e0 terme le projet et \u00e0 l'utiliser, et l'existence de perspectives de g\u00e9n\u00e9ration de profits \u00e9conomiques futurs. Ces immobilisations font l'objet une revue a minima annuelle et de tests de d\u00e9pr\u00e9ciation d\u00e8s l\u2019indentification d\u2019indices de perte de valeur. L'amortissement de ces logiciels d\u00e9bute d\u00e8s leur mise en service, et est effectu\u00e9 sur la dur\u00e9e d'utilisation pr\u00e9vue, n'exc\u00e9dant pas 3 ans. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsAndGoodwillExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911191_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571837\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations incorporelles et goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_207546\"><span style=\"letter-spacing: -0.01em; \">Les immobilisations incorporelles, valoris\u00e9es \u00e0 leur co\u00fbt d'acquisition ou de production, sont amorties ou d\u00e9pr\u00e9ci\u00e9es selon les crit\u00e8res suivants :</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_207674\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les amortissements des logiciels sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire sur 3 ans ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_207710\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les marques ne sont pas amorties en raison de leur dur\u00e9e de vie ind\u00e9finie. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207748\">Les autres immobilisations incorporelles sont principalement constitu\u00e9es de d\u00e9veloppements technologiques et font l\u2019objet d\u2019un amortissement lin\u00e9aire sur une dur\u00e9e de 1 \u00e0 3 ans. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Les logiciels produits par la soci\u00e9t\u00e9 sont immobilis\u00e9s sur la base de leur prix de revient, d\u00e9termin\u00e9 \u00e0 partir des temps pass\u00e9s et d\u2019un co\u00fbt horaire, et des factures re\u00e7ues de prestataires externes, d\u00e8s lors que le projet est identifi\u00e9, fait l'objet d'un cahier des charges pr\u00e9cis et que les aspects suivants sont couverts : sa faisabilit\u00e9 technique, la capacit\u00e9 \u00e0 mener \u00e0 terme le projet et \u00e0 l'utiliser, et l'existence de perspectives de g\u00e9n\u00e9ration de profits \u00e9conomiques futurs. Ces immobilisations font l'objet une revue a minima annuelle et de tests de d\u00e9pr\u00e9ciation d\u00e8s l\u2019indentification d\u2019indices de perte de valeur. L'amortissement de ces logiciels d\u00e9bute d\u00e8s leur mise en service, et est effectu\u00e9 sur la dur\u00e9e d'utilisation pr\u00e9vue, n'exc\u00e9dant pas 3 ans. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n<div class=\"Title3\" style=\"text-indent: -7.20vw; padding-left: 7.20vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572996\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.13</span></span>IMMOBILISATIONS INCORPORELLES</h3></div>\n<div class=\"Normal\"><p id=\"p_230780\">La variation des immobilisations incorporelles et des amortissements correspondants se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 36.81%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_230932\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230947\">Valeur brute au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230963\">Augmentation</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230985\">Diminution</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230995\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231005\">Valeur brute au\u00a031.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231022\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231036\">17</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231045\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231054\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231063\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231072\">17</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231082\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231092\">1\u00a0204</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231105\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231117\">-248</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231128\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231141\">956</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231155\">Autres immobilisations incorporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231169\">24\u00a0485</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231183\">436</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231196\">-83</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231210\">1\u00a0328</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231221\">26\u00a0166</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231236\">Immobilisations incorporelles en cours</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231252\">2\u00a0513</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231265\">1\u00a0772</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231274\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231288\">-1\u00a0328</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231301\">2\u00a0958</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_231315\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231329\">28\u00a0219</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231343\">2\u00a0209</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231353\">-331</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231367\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_231380\">30\u00a0097</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:4.48vw; vertical-align: bottom;width: 24.29%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_231449\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231483\">Amortissements\u00a0et d\u00e9pr\u00e9ciations cumul\u00e9s au\u00a031.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231505\">Dotations</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231515\">Reprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_366211\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:4.48vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231525\">Amortissements et\u00a0d\u00e9pr\u00e9ciations cumul\u00e9s au\u00a031.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231546\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231569\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231578\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231588\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366218\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231598\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231608\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231629\">1\u00a0077</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231641\">71</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231652\">-248</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366225\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231665\">900</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231679\">Autres immobilisations incorporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231707\">20\u00a0256</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231720\">1\u00a0503</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231734\">-82</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366232\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231745\">21677</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_231760\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231788\">21\u00a0333</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231798\">1\u00a0574</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231812\">-330</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_366239\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_231825\">22\u00a0577</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_353128\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 59.62%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_231901\">Valeurs Nettes Comptables  (En K euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231921\">Valeurs Nettes Comptables  31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_369595\">Valeurs Nettes Comptables  31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231954\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369641\">17</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369600\">17</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231985\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369651\">56</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369605\">127</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232012\">Autres immobilisations incorporelles (plateformes, d\u00e9veloppements, ...)</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369657\">4 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369610\">4 229</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232050\">Immobilisations en cours</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369663\">2 958</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369615\">2 513</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_232087\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_232098\">7 520</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_369620\">6 886</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_232143\"></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232187\">Au 31 d\u00e9cembre 2024, les goodwills sont r\u00e9partis au sein de deux unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT), \u00e0 savoir Bourse Direct qui couvre l\u2019activit\u00e9 de bourse en ligne et d\u2019\u00e9pargne en ligne d\u00e9di\u00e9e \u00e0 l\u2019activit\u00e9 Retail et Exo\u00e9 qui couvre l\u2019activit\u00e9 de table de n\u00e9gociation destin\u00e9e \u00e0 des professionnels institutionnels.</p></div>\n<div class=\"Normal\"><p id=\"p_232293\">Le tableau ci-dessous pr\u00e9sente l\u2019\u00e9volution des goodwills des UGT en 2024 en milliers d\u2019euros.</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232353\">UGT (En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232368\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232378\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232388\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232401\">14\u00a0865</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232412\">14\u00a0865</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_232425\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_232438\">6\u00a0188</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_232451\">6\u00a0188</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232480\">La valeur recouvrable est estim\u00e9e selon une m\u00e9thode d\u2019actualisation des flux de tr\u00e9sorerie futurs des activit\u00e9s aff\u00e9rentes \u00e0 chacun de ces goodwills.  Sur la base de pr\u00e9visions d\u2019exploitation \u00e9tablies sur 5 ans, sur la base d\u2019un budget ent\u00e9rin\u00e9 par le Groupe, le flux de tr\u00e9sorerie normatif est actualis\u00e9 semestriellement afin de d\u00e9terminer la valeur de l\u2019activit\u00e9 sous-jacente par rapport aux goodwills constat\u00e9s et d\u00e9terminer ainsi une \u00e9ventuelle valeur de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_232626\">Les diff\u00e9rentes hypoth\u00e8ses retenues dans le cadre de l\u2019actualisation des flux de tr\u00e9sorerie futurs des principales unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT) sont les suivantes : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232712\">UGT </p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366129\">Taux d'actualisation</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232760\">Taux de croissance</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366136\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232790\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232817\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232827\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232837\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366143\">12,04%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232850\">11,41%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232875\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232886\">2,00%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232897\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366150\">11,13%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232908\">10,62%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232933\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232944\">2,00%</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232976\">Les taux d\u2019actualisation retenus incluent une prime de risque de march\u00e9 pour refl\u00e9ter le risque sur chacun des march\u00e9s ainsi qu'une prime de risque suppl\u00e9mentaire pour refl\u00e9ter le risque suppl\u00e9mentaire li\u00e9 \u00e0 la taille des unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233059\">Les \u00e9valuations obtenues par l\u2019utilisation de cette m\u00e9thode sont sup\u00e9rieures aux valeurs comptables et par cons\u00e9quent aucune perte de valeur n\u2019a \u00e9t\u00e9 constat\u00e9e sur les goodwills en 2024 et 2023.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233127\"> La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 ainsi d\u00e9termin\u00e9e \u00e0 la variation de ces deux hypoth\u00e8ses clefs est faible pour les deux UGT. Ainsi, une augmentation de 100 points de base appliqu\u00e9e au taux d\u2019actualisation n\u2019entra\u00eenerait pas une baisse de la valeur d\u2019utilit\u00e9 qui n\u00e9cessiterait de constater une d\u00e9pr\u00e9ciation ; il en est de m\u00eame pour une r\u00e9duction de 100 points de base du taux de croissance \u00e0 long terme. </p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598898\">La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation des pr\u00e9visions d'exploitation est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au r\u00e9sultat d'exploitation pour chaque ann\u00e9e du budget ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_233273\">Pour l'UGT \"Bourse en ligne\", cette m\u00e9thode comprend \u00e9galement d\u2019autres indicateurs d\u2019activit\u00e9 tels que le nombre de comptes clients ou le niveau d\u2019activit\u00e9 de la client\u00e8le (volume d\u2019ordres ex\u00e9cut\u00e9s). Dans le cadre de ces \u00e9valuations, le taux de croissance de l\u2019activit\u00e9 et du volume d\u2019ordres ex\u00e9cut\u00e9s varie entre 3 % et 4 % selon l\u2019\u00e9ch\u00e9ance. La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation de ces derni\u00e8res hypoth\u00e8ses est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au taux de croissance ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation. </p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIntangibleAssetsAndGoodwillExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911188_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232187\">Au 31 d\u00e9cembre 2024, les goodwills sont r\u00e9partis au sein de deux unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT), \u00e0 savoir Bourse Direct qui couvre l\u2019activit\u00e9 de bourse en ligne et d\u2019\u00e9pargne en ligne d\u00e9di\u00e9e \u00e0 l\u2019activit\u00e9 Retail et Exo\u00e9 qui couvre l\u2019activit\u00e9 de table de n\u00e9gociation destin\u00e9e \u00e0 des professionnels institutionnels.</p></div>\n<div class=\"Normal\"><p id=\"p_232293\">Le tableau ci-dessous pr\u00e9sente l\u2019\u00e9volution des goodwills des UGT en 2024 en milliers d\u2019euros.</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232353\">UGT (En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232368\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232378\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232388\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232401\">14\u00a0865</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232412\">14\u00a0865</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_232425\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_232438\">6\u00a0188</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_232451\">6\u00a0188</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232480\">La valeur recouvrable est estim\u00e9e selon une m\u00e9thode d\u2019actualisation des flux de tr\u00e9sorerie futurs des activit\u00e9s aff\u00e9rentes \u00e0 chacun de ces goodwills.  Sur la base de pr\u00e9visions d\u2019exploitation \u00e9tablies sur 5 ans, sur la base d\u2019un budget ent\u00e9rin\u00e9 par le Groupe, le flux de tr\u00e9sorerie normatif est actualis\u00e9 semestriellement afin de d\u00e9terminer la valeur de l\u2019activit\u00e9 sous-jacente par rapport aux goodwills constat\u00e9s et d\u00e9terminer ainsi une \u00e9ventuelle valeur de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_232626\">Les diff\u00e9rentes hypoth\u00e8ses retenues dans le cadre de l\u2019actualisation des flux de tr\u00e9sorerie futurs des principales unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie (UGT) sont les suivantes : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_232712\">UGT </p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366129\">Taux d'actualisation</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232760\">Taux de croissance</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_366136\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232790\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_232817\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_232827\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232837\">Bourse en ligne</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366143\">12,04%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232850\">11,41%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232875\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232886\">2,00%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232897\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_366150\">11,13%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232908\">10,62%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_232933\">2,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_232944\">2,00%</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_232976\">Les taux d\u2019actualisation retenus incluent une prime de risque de march\u00e9 pour refl\u00e9ter le risque sur chacun des march\u00e9s ainsi qu'une prime de risque suppl\u00e9mentaire pour refl\u00e9ter le risque suppl\u00e9mentaire li\u00e9 \u00e0 la taille des unit\u00e9s g\u00e9n\u00e9ratrices de tr\u00e9sorerie</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233059\">Les \u00e9valuations obtenues par l\u2019utilisation de cette m\u00e9thode sont sup\u00e9rieures aux valeurs comptables et par cons\u00e9quent aucune perte de valeur n\u2019a \u00e9t\u00e9 constat\u00e9e sur les goodwills en 2024 et 2023.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_233127\"> La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 ainsi d\u00e9termin\u00e9e \u00e0 la variation de ces deux hypoth\u00e8ses clefs est faible pour les deux UGT. Ainsi, une augmentation de 100 points de base appliqu\u00e9e au taux d\u2019actualisation n\u2019entra\u00eenerait pas une baisse de la valeur d\u2019utilit\u00e9 qui n\u00e9cessiterait de constater une d\u00e9pr\u00e9ciation ; il en est de m\u00eame pour une r\u00e9duction de 100 points de base du taux de croissance \u00e0 long terme. </p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598898\">La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation des pr\u00e9visions d'exploitation est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au r\u00e9sultat d'exploitation pour chaque ann\u00e9e du budget ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation.</p></div>\n<div class=\"Normal\"><p id=\"p_233273\">Pour l'UGT \"Bourse en ligne\", cette m\u00e9thode comprend \u00e9galement d\u2019autres indicateurs d\u2019activit\u00e9 tels que le nombre de comptes clients ou le niveau d\u2019activit\u00e9 de la client\u00e8le (volume d\u2019ordres ex\u00e9cut\u00e9s). Dans le cadre de ces \u00e9valuations, le taux de croissance de l\u2019activit\u00e9 et du volume d\u2019ordres ex\u00e9cut\u00e9s varie entre 3 % et 4 % selon l\u2019\u00e9ch\u00e9ance. La sensibilit\u00e9 de la valeur d\u2019utilit\u00e9 \u00e0 la variation de ces derni\u00e8res hypoth\u00e8ses est plus importante mais une r\u00e9duction de 100 points de base appliqu\u00e9e au taux de croissance ne n\u00e9cessiterait pas de constater de d\u00e9pr\u00e9ciation. </p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfGoodwillExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24883658813543717_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_193617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Perte de valeur des goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_193657\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.03em; \">Le Groupe effectue des tests de d\u00e9pr\u00e9ciation de ses goodwills syst\u00e9matiquement tous les semestres qu\u2019il y ait ou non une perte de valeur. La valeur d\u2019utilit\u00e9 des goodwills est appr\u00e9ci\u00e9e par r\u00e9f\u00e9rence \u00e0 des flux de tr\u00e9sorerie futurs actualis\u00e9s sur l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie auxquelles les goodwills sont affect\u00e9s. Les projections de flux de tr\u00e9sorerie futurs sont bas\u00e9es sur des estimations faites par la Direction qui estime \u00e9galement le taux d\u2019actualisation \u00e0 retenir dans le calcul de leur valeur actualis\u00e9e. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.14.</span></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_653776\">Les goodwills sont enregistr\u00e9s au co\u00fbt d\u2019acquisition. Ils font l\u2019objet d\u2019une \u00e9valuation semestrielle de leur valeur d\u2019utilit\u00e9 bas\u00e9e sur les flux futurs de tr\u00e9sorerie actualis\u00e9s. Une perte de valeur est constat\u00e9e dans le compte de r\u00e9sultat d\u00e8s lors que la valeur comptable d\u2019un actif ou de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie est sup\u00e9rieure \u00e0 sa valeur recouvrable. </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForGoodwillExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911179_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597254\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_194328\">Les obligations du Groupe li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont \u00e9valu\u00e9es chaque ann\u00e9e sur la base d\u2019\u00e9valuations actuarielles. Ce type d\u2019\u00e9valuation implique l\u2019utilisation d\u2019hypoth\u00e8ses actuarielles, notamment les taux d\u2019actualisation,  les augmentations futures des salaires et des retraites ainsi que les taux de mortalit\u00e9. En raison de leur perspective long terme, ces estimations sont sujettes \u00e0 incertitudes. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_194873\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions pour litiges</h5></div>\n<div class=\"Normal\"><p id=\"p_194896\">Des provisions sont constat\u00e9es pour les litiges en cours lorsque l\u2019issue probable d\u2019une action en justice ou de tout autre litige impliquant le Groupe peut \u00eatre estim\u00e9e de mani\u00e8re fiable. L\u2019\u00e9ch\u00e9ance des sorties de tr\u00e9sorerie relative \u00e0 ces provisions est incertaine car elle d\u00e9pend de l\u2019issue des proc\u00e9dures en question. Des informations compl\u00e9mentaires sont donn\u00e9es en note\u00a04.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_213262\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions </h5></div>\n<div class=\"Normal\"><p id=\"p_213294\"><span style=\"white-space: pre-wrap; letter-spacing: -0.01em; \">Une provision est constat\u00e9e lorsque le Groupe a une obligation juridique ou implicite r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s au titre de laquelle il est probable qu\u2019une sortie de ressources repr\u00e9sentatives d\u2019avantages \u00e9conomiques sera n\u00e9cessaire pour \u00e9teindre l\u2019obligation, et que le montant de l\u2019obligation peut \u00eatre estim\u00e9 de mani\u00e8re fiable. Lorsque l\u2019effet de la valeur temps de l\u2019argent est significatif, le montant de la provision correspond \u00e0  la valeur actualis\u00e9e des d\u00e9penses attendues que l\u2019on pense n\u00e9cessaires pour \u00e9teindre l\u2019obligation, estim\u00e9e en utilisant un taux d\u2019actualisation avant imp\u00f4ts refl\u00e9tant les appr\u00e9ciations actuelles par le march\u00e9 de la valeur temps de l\u2019argent et des risques sp\u00e9cifiques \u00e0 ce passif. </span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_587363\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_572048\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214168\">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s sont \u00e9valu\u00e9s en application de IAS 19 R. Le calcul des engagements est fond\u00e9 sur la m\u00e9thode actuarielle. Selon cette m\u00e9thode, le montant des engagements est d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date de d\u00e9part \u00e0 la retraite en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date. Sont ensuite pris en compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part \u00e0 la\u00a0retraite. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214355\"> Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 dans les passifs non courants du bilan dans le poste des provisions.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214441\">L'application en 2023 de la r\u00e9forme des retraites avait eu un impact non significatif dans le compte de\u00a0r\u00e9sultat .</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.28vw; padding-left: 7.28vw; margin-bottom: 2.12vw; \"><h3 id=\"p_235224\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.16</span></span>PROVISIONS</h3></div>\n<div class=\"Normal\"><p id=\"p_235250\"><span style=\"background-color: #ffffff; \">Les mouvements de provisions se pr\u00e9sentent comme suit :</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:5.96vw; vertical-align: bottom;width: 24.29%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_235376\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235390\">Provisions li\u00e9es au personnel</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 16.15%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235406\">Provisions li\u00e9es aux litiges clients et\u00a0autres</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235428\">Provisions pour litige fiscal<br/>(Cf. Note 4.2.22)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235444\">Autres provisions</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_365761\">Provision pour indemnit\u00e9 de\u00a0d\u00e9part \u00e0 la\u00a0retraite</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:5.96vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_235480\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_235494\">Montant au 01.01.2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235516\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235526\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235536\">500</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235546\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_365768\">1\u00a0997</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_235570\">2\u00a0497</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235584\">Variation du p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235598\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235608\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235618\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235628\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365775\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235647\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235656\">Dotations de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235670\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235680\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235690\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235700\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365782\">213</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235721\">213</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235732\">Reprises de l'exercice - Utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235750\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235760\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235770\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235780\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365789\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235801\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235812\">Reprises de l'exercice - Non utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235858\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235867\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235876\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235885\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365796\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235905\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235917\">R\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235937\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235947\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235957\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235967\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365803\">294</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235986\">294</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_235995\">Montant au 31.12.2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236014\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236024\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236034\">500</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236044\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_365810\">2\u00a0504</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_236068\">3\u00a0004</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236082\">Variation du p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236096\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236106\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236116\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236126\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365817\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236146\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236155\">Dotations de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236169\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236179\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236189\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236199\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365824\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236221\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236233\">Reprises de l'exercice - Utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236251\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236261\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236271\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236281\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365831\">85</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236300\">85</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236310\">Reprises de l'exercice - Non utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236330\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236340\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236350\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236360\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365838\">308</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236379\">308</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236388\">R\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236408\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236416\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236424\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236432\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365845\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236451\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_236463\">Montant au 31.12.2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236478\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236488\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236498\">500</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236508\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_365852\">2 110</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_236532\">2 610</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_236569\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Provisions pour litiges</h4></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_236583\">Pour rappel, la soci\u00e9t\u00e9 avait \u00e9galement constat\u00e9 au 31 d\u00e9cembre 2020 une dotation pour risque sur litige fiscal d\u2019un montant de 500 000 \u20ac \u00e0 la suite d\u2019un contr\u00f4le fiscal conduisant \u00e0 une proposition de rectification au titre de l\u2019int\u00e9gralit\u00e9 du CIR sur les 4 ann\u00e9es contr\u00f4l\u00e9es (exercices 2014 \u00e0 2017) d\u2019un montant total de 1,6 million d\u2019euros. La soci\u00e9t\u00e9 conteste la position de l\u2019administration fiscale sur la majorit\u00e9 des dossiers concern\u00e9s et est actuellement dans un processus de r\u00e9clamation contentieuse.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_236596\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Provisions pour indemnit\u00e9s de d\u00e9part \u00e0 la retraite.</h4></div>\n<div class=\"Normal\"><p id=\"p_236630\">Les provisions pour pensions et retraites se r\u00e9partissent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_236747\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_236761\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_236772\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236782\">Autres avantages \u00e0 long terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236800\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236810\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236819\">Provision pour des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236841\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236855\">2\u00a0503</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_236869\">Total des provisions pour pensions et retraites</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_236891\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_236905\">2\u00a0503</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\"><p id=\"p_236936\"><span style=\"word-spacing: -0.0520em; \">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s de la soci\u00e9t\u00e9 sont \u00e9valu\u00e9s en application de la m\u00e9thode des Unit\u00e9s de Cr\u00e9dit Projet\u00e9es.\u2029 Selon cette m\u00e9thode, le montant des engagements appel\u00e9 \"Defined Benefit Obligation\" (DBO), est\u2029 d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date du d\u00e9part \u00e0 la retraite \u2029en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date, puis en prenant en\u2029compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part\u2029\u00e0 la retraite.\u2029 Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 au passif du bilan dans le poste des provisions. Les  r\u00e9\u00e9valuations du passif au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies sont comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global.\u00a0</span></p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_672518\">Les hypoth\u00e8ses actuarielles retenues dans le cadre de cette \u00e9valuation sont les suivantes :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_656992\"></p></div>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 33.18vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:1.32vw; vertical-align: bottom;width: 32.89%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.28vw; \"><p id=\"p_237010\"></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:1.32vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_237020\">2024</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:1.32vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_370704\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237049\">Taux d\u2019escompte</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237062\">3,38 %</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370710\">3,17 %</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237085\">Taux de mortalit\u00e9</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237098\">TH/TF 2000-2002 d\u00e9cal\u00e9e</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370716\">TH/TF 2000-2002 d\u00e9cal\u00e9e</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:7.89vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237120\">Taux de rotation</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:7.89vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237133\">de 23,04 % \u00e0 0 % de 20 ans \u00e0 55 ans pour les cadres et de 26,79 % \u00e0 0 % de  20 ans \u00e0 55 ans pour les non cadres. 0% \u00e0 partir de 56 ans.</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:7.89vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370721\">de 23,04 % \u00e0 0 % de 20 ans \u00e0 55 ans pour les cadres et de 26,79 % \u00e0 0 % de  20 ans \u00e0 55 ans pour les non cadres. 0% \u00e0 partir de 56 ans.</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237155\">Evolution future des salaires</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237169\">2,0 % (incluant l'inflation)</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370726\">3,5 % (incluant l'inflation)</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:3.91vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237192\">Age de d\u00e9part \u00e0 la retraite</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:3.91vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237205\">De 62 \u00e0 67 ans selon l\u2019ann\u00e9e de naissance et le statut.</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370731\">De 62 \u00e0 67 ans selon l\u2019ann\u00e9e de naissance et le statut.</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_656900\"><img alt=\"image\" 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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_237249\">Les charges li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont pr\u00e9sent\u00e9es sous la rubrique \u00ab charges de personnel \u00bb.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_237396\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Actifs et passifs comptabilis\u00e9s au bilan</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_237444\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_237458\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_237469\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237479\">Autres avantages \u00e0 long terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237514\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237524\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237534\">Provision pour des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237571\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237585\">2\u00a0503</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_237598\">Total des provisions pour pensions et retraites</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_237654\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_237667\">2\u00a0503</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_237698\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Mouvements de la valeur actualis\u00e9e des obligations</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_237753\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_237767\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_237778\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_237789\">Valeur actualis\u00e9e des obligations au 1er janvier</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_237812\">2\u00a0504</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_237826\">1\u00a0997</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237840\">Co\u00fbt financier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237852\">79</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237863\">75</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237874\">Co\u00fbt des services rendus</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237890\">167</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237902\">138</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237914\">Prestations pay\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237926\">-85</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237936\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237948\">(Gains) / pertes actuariel(le)s li\u00e9s \u00e0 l'exp\u00e9rience</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237970\">-93</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237982\">-13</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237993\">(Gains) / pertes actuariel(le)s sur les hypoth\u00e8ses d\u00e9mographiques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238017\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238027\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238037\">(Gains) / pertes actuariel(le)s sur les hypoth\u00e8ses financi\u00e8res</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238061\">-462</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238073\">307</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238086\">Reclassements</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238096\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238106\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238119\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238133\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238143\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_238153\">Valeur actualis\u00e9e des obligations au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_238178\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_238192\">2\u00a0504</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_238223\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Ecarts actuariels des r\u00e9gimes \u00e0 prestations d\u00e9finies enregistr\u00e9s dans les autres \u00e9l\u00e9ments du r\u00e9sultat global</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_238374\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_238388\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_238399\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238409\">Ecarts actuariels sur les passifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238431\">462</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238444\">-307</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238455\">Ajustements li\u00e9s \u00e0 l'exp\u00e9rience relatifs aux passifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238481\">93</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238492\">13</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238503\">Ajustements li\u00e9s \u00e0 l'exp\u00e9rience relatifs aux actifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238529\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238539\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_238549\">Gain (perte) sur la r\u00e9\u00e9valuation des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_238581\">555</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_238594\">-294</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_582879\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Charges comptabilis\u00e9es au compte de r\u00e9sultat</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_238701\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_238715\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_238726\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238737\">Co\u00fbt des services rendus</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238753\">167</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238765\">138</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238777\">Charge d'int\u00e9r\u00eat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238791\">80</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238802\">74</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_238813\">Co\u00fbt\u00a0 /(produit) des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_238841\">247</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_238853\">212</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_238882\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Analyse de la sensibilit\u00e9</h4></div>\n<div class=\"Normal\"><p id=\"p_238890\"><span style=\"background-color: #ffffff; \">Les r\u00e9sultats de l'analyse de la sensibilit\u00e9 sur la valeur des engagements au 31.12.2024 sont les suivants:</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 39.43%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_380759\">Indicateur</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_380766\">Variation de l'indicateur appliqu\u00e9e</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_380820\">Impact sur la valeur de l'engagement</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" rowspan=\"2\" style=\" height:1.45vw; vertical-align: center;width: 39.43%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_380773\">Taux d'actualisation</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_380780\">Hausse de 25 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_380827\">- 3%</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381146\">Baisse de 25 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381153\">+ 3,1 %</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" rowspan=\"2\" style=\" height:1.45vw; vertical-align: center;width: 39.43%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_381265\">Hausse des salaires</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381272\">Hausse de 50 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381279\">+6,2 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381457\">Baisse de 50 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381464\">-5,7 %</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_380786\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfProvisionsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911181_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597254\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_194328\">Les obligations du Groupe li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont \u00e9valu\u00e9es chaque ann\u00e9e sur la base d\u2019\u00e9valuations actuarielles. Ce type d\u2019\u00e9valuation implique l\u2019utilisation d\u2019hypoth\u00e8ses actuarielles, notamment les taux d\u2019actualisation,  les augmentations futures des salaires et des retraites ainsi que les taux de mortalit\u00e9. En raison de leur perspective long terme, ces estimations sont sujettes \u00e0 incertitudes. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_572048\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214168\">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s sont \u00e9valu\u00e9s en application de IAS 19 R. Le calcul des engagements est fond\u00e9 sur la m\u00e9thode actuarielle. Selon cette m\u00e9thode, le montant des engagements est d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date de d\u00e9part \u00e0 la retraite en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date. Sont ensuite pris en compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part \u00e0 la\u00a0retraite. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214355\"> Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 dans les passifs non courants du bilan dans le poste des provisions.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214441\">L'application en 2023 de la r\u00e9forme des retraites avait eu un impact non significatif dans le compte de\u00a0r\u00e9sultat .</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_236596\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Provisions pour indemnit\u00e9s de d\u00e9part \u00e0 la retraite.</h4></div>\n<div class=\"Normal\"><p id=\"p_236630\">Les provisions pour pensions et retraites se r\u00e9partissent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_236747\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_236761\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_236772\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236782\">Autres avantages \u00e0 long terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236800\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236810\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236819\">Provision pour des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236841\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236855\">2\u00a0503</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_236869\">Total des provisions pour pensions et retraites</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_236891\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_236905\">2\u00a0503</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\"><p id=\"p_236936\"><span style=\"word-spacing: -0.0520em; \">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s de la soci\u00e9t\u00e9 sont \u00e9valu\u00e9s en application de la m\u00e9thode des Unit\u00e9s de Cr\u00e9dit Projet\u00e9es.\u2029 Selon cette m\u00e9thode, le montant des engagements appel\u00e9 \"Defined Benefit Obligation\" (DBO), est\u2029 d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date du d\u00e9part \u00e0 la retraite \u2029en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date, puis en prenant en\u2029compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part\u2029\u00e0 la retraite.\u2029 Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 au passif du bilan dans le poste des provisions. Les  r\u00e9\u00e9valuations du passif au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies sont comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global.\u00a0</span></p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_672518\">Les hypoth\u00e8ses actuarielles retenues dans le cadre de cette \u00e9valuation sont les suivantes :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_656992\"></p></div>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 33.18vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:1.32vw; vertical-align: bottom;width: 32.89%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.28vw; \"><p id=\"p_237010\"></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:1.32vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_237020\">2024</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:1.32vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_370704\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237049\">Taux d\u2019escompte</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237062\">3,38 %</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370710\">3,17 %</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237085\">Taux de mortalit\u00e9</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237098\">TH/TF 2000-2002 d\u00e9cal\u00e9e</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370716\">TH/TF 2000-2002 d\u00e9cal\u00e9e</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:7.89vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237120\">Taux de rotation</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:7.89vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237133\">de 23,04 % \u00e0 0 % de 20 ans \u00e0 55 ans pour les cadres et de 26,79 % \u00e0 0 % de  20 ans \u00e0 55 ans pour les non cadres. 0% \u00e0 partir de 56 ans.</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:7.89vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370721\">de 23,04 % \u00e0 0 % de 20 ans \u00e0 55 ans pour les cadres et de 26,79 % \u00e0 0 % de  20 ans \u00e0 55 ans pour les non cadres. 0% \u00e0 partir de 56 ans.</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237155\">Evolution future des salaires</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237169\">2,0 % (incluant l'inflation)</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370726\">3,5 % (incluant l'inflation)</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:3.91vw; vertical-align: center;width: 32.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_237192\">Age de d\u00e9part \u00e0 la retraite</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:3.91vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_237205\">De 62 \u00e0 67 ans selon l\u2019ann\u00e9e de naissance et le statut.</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 33.55%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_370731\">De 62 \u00e0 67 ans selon l\u2019ann\u00e9e de naissance et le statut.</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_656900\"><img alt=\"image\" src=\"data:image/png;base64,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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_237249\">Les charges li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont pr\u00e9sent\u00e9es sous la rubrique \u00ab charges de personnel \u00bb.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_237396\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Actifs et passifs comptabilis\u00e9s au bilan</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_237444\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_237458\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_237469\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237479\">Autres avantages \u00e0 long terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237514\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237524\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237534\">Provision pour des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237571\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237585\">2\u00a0503</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_237598\">Total des provisions pour pensions et retraites</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_237654\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_237667\">2\u00a0503</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_237698\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Mouvements de la valeur actualis\u00e9e des obligations</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_237753\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_237767\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_237778\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_237789\">Valeur actualis\u00e9e des obligations au 1er janvier</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_237812\">2\u00a0504</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_237826\">1\u00a0997</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237840\">Co\u00fbt financier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237852\">79</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237863\">75</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237874\">Co\u00fbt des services rendus</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237890\">167</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237902\">138</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237914\">Prestations pay\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237926\">-85</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237936\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237948\">(Gains) / pertes actuariel(le)s li\u00e9s \u00e0 l'exp\u00e9rience</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_237970\">-93</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_237982\">-13</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_237993\">(Gains) / pertes actuariel(le)s sur les hypoth\u00e8ses d\u00e9mographiques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238017\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238027\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238037\">(Gains) / pertes actuariel(le)s sur les hypoth\u00e8ses financi\u00e8res</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238061\">-462</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238073\">307</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238086\">Reclassements</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238096\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238106\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238119\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238133\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238143\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_238153\">Valeur actualis\u00e9e des obligations au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_238178\">2\u00a0110</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_238192\">2\u00a0504</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_238223\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Ecarts actuariels des r\u00e9gimes \u00e0 prestations d\u00e9finies enregistr\u00e9s dans les autres \u00e9l\u00e9ments du r\u00e9sultat global</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_238374\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_238388\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_238399\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238409\">Ecarts actuariels sur les passifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238431\">462</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238444\">-307</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238455\">Ajustements li\u00e9s \u00e0 l'exp\u00e9rience relatifs aux passifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238481\">93</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238492\">13</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238503\">Ajustements li\u00e9s \u00e0 l'exp\u00e9rience relatifs aux actifs des r\u00e9gimes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238529\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238539\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_238549\">Gain (perte) sur la r\u00e9\u00e9valuation des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_238581\">555</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_238594\">-294</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_582879\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Charges comptabilis\u00e9es au compte de r\u00e9sultat</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_238701\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_238715\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_238726\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238737\">Co\u00fbt des services rendus</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238753\">167</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238765\">138</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_238777\">Charge d'int\u00e9r\u00eat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_238791\">80</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_238802\">74</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_238813\">Co\u00fbt\u00a0 /(produit) des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_238841\">247</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_238853\">212</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_238882\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Analyse de la sensibilit\u00e9</h4></div>\n<div class=\"Normal\"><p id=\"p_238890\"><span style=\"background-color: #ffffff; \">Les r\u00e9sultats de l'analyse de la sensibilit\u00e9 sur la valeur des engagements au 31.12.2024 sont les suivants:</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 39.43%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_380759\">Indicateur</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_380766\">Variation de l'indicateur appliqu\u00e9e</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_380820\">Impact sur la valeur de l'engagement</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" rowspan=\"2\" style=\" height:1.45vw; vertical-align: center;width: 39.43%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_380773\">Taux d'actualisation</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_380780\">Hausse de 25 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_380827\">- 3%</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381146\">Baisse de 25 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381153\">+ 3,1 %</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" rowspan=\"2\" style=\" height:1.45vw; vertical-align: center;width: 39.43%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_381265\">Hausse des salaires</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381272\">Hausse de 50 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381279\">+6,2 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381457\">Baisse de 50 bp</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 30.28%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_381464\">-5,7 %</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_380786\"></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250501\"><span style=\"background-color: #ffffff; \">Les principales charges g\u00e9n\u00e9rales d\u2019exploitation de la soci\u00e9t\u00e9 sont constitu\u00e9es de frais de personnel, pour un montant de 16 584 k\u20ac en 2024, contre 14 763 k\u20ac en 2023 (hors participation). Les charges sociales incluent un montant de 1 118 k\u20ac au titre des charges de retraite.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEmployeeBenefitsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24883834401049258_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597254\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_194328\">Les obligations du Groupe li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont \u00e9valu\u00e9es chaque ann\u00e9e sur la base d\u2019\u00e9valuations actuarielles. Ce type d\u2019\u00e9valuation implique l\u2019utilisation d\u2019hypoth\u00e8ses actuarielles, notamment les taux d\u2019actualisation,  les augmentations futures des salaires et des retraites ainsi que les taux de mortalit\u00e9. En raison de leur perspective long terme, ces estimations sont sujettes \u00e0 incertitudes. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_194873\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions pour litiges</h5></div>\n<div class=\"Normal\"><p id=\"p_194896\">Des provisions sont constat\u00e9es pour les litiges en cours lorsque l\u2019issue probable d\u2019une action en justice ou de tout autre litige impliquant le Groupe peut \u00eatre estim\u00e9e de mani\u00e8re fiable. L\u2019\u00e9ch\u00e9ance des sorties de tr\u00e9sorerie relative \u00e0 ces provisions est incertaine car elle d\u00e9pend de l\u2019issue des proc\u00e9dures en question. Des informations compl\u00e9mentaires sont donn\u00e9es en note\u00a04.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_213262\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions </h5></div>\n<div class=\"Normal\"><p id=\"p_213294\"><span style=\"white-space: pre-wrap; letter-spacing: -0.01em; \">Une provision est constat\u00e9e lorsque le Groupe a une obligation juridique ou implicite r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s au titre de laquelle il est probable qu\u2019une sortie de ressources repr\u00e9sentatives d\u2019avantages \u00e9conomiques sera n\u00e9cessaire pour \u00e9teindre l\u2019obligation, et que le montant de l\u2019obligation peut \u00eatre estim\u00e9 de mani\u00e8re fiable. Lorsque l\u2019effet de la valeur temps de l\u2019argent est significatif, le montant de la provision correspond \u00e0  la valeur actualis\u00e9e des d\u00e9penses attendues que l\u2019on pense n\u00e9cessaires pour \u00e9teindre l\u2019obligation, estim\u00e9e en utilisant un taux d\u2019actualisation avant imp\u00f4ts refl\u00e9tant les appr\u00e9ciations actuelles par le march\u00e9 de la valeur temps de l\u2019argent et des risques sp\u00e9cifiques \u00e0 ce passif. </span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_587363\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_572048\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214168\">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s sont \u00e9valu\u00e9s en application de IAS 19 R. Le calcul des engagements est fond\u00e9 sur la m\u00e9thode actuarielle. Selon cette m\u00e9thode, le montant des engagements est d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date de d\u00e9part \u00e0 la retraite en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date. Sont ensuite pris en compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part \u00e0 la\u00a0retraite. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214355\"> Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 dans les passifs non courants du bilan dans le poste des provisions.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214441\">L'application en 2023 de la r\u00e9forme des retraites avait eu un impact non significatif dans le compte de\u00a0r\u00e9sultat .</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForProvisionsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24883792291272065_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597254\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_194328\">Les obligations du Groupe li\u00e9es aux r\u00e9gimes \u00e0 prestations d\u00e9finies sont \u00e9valu\u00e9es chaque ann\u00e9e sur la base d\u2019\u00e9valuations actuarielles. Ce type d\u2019\u00e9valuation implique l\u2019utilisation d\u2019hypoth\u00e8ses actuarielles, notamment les taux d\u2019actualisation,  les augmentations futures des salaires et des retraites ainsi que les taux de mortalit\u00e9. En raison de leur perspective long terme, ces estimations sont sujettes \u00e0 incertitudes. Des informations compl\u00e9mentaires sont donn\u00e9es en note 4.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_572048\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Engagements envers le personnel</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214168\">Les engagements relatifs aux indemnit\u00e9s de fin de carri\u00e8re pour les salari\u00e9s sont \u00e9valu\u00e9s en application de IAS 19 R. Le calcul des engagements est fond\u00e9 sur la m\u00e9thode actuarielle. Selon cette m\u00e9thode, le montant des engagements est d\u00e9termin\u00e9 en calculant le montant des prestations dues \u00e0 la date de d\u00e9part \u00e0 la retraite en tenant compte d\u2019une projection des salaires et de l\u2019anciennet\u00e9 \u00e0 cette date. Sont ensuite pris en compte les facteurs d\u2019actualisation et de probabilit\u00e9 de pr\u00e9sence et de survie jusqu\u2019\u00e0 la date de d\u00e9part \u00e0 la\u00a0retraite. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214355\"> Enfin, le ratio de l\u2019anciennet\u00e9 \u00e0 la date d\u2018\u00e9valuation est appliqu\u00e9 pour d\u00e9terminer les engagements \u00e0 la date d\u2019\u00e9valuation. Le montant de cet engagement ainsi calcul\u00e9 est enregistr\u00e9 dans les passifs non courants du bilan dans le poste des provisions.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214441\">L'application en 2023 de la r\u00e9forme des retraites avait eu un impact non significatif dans le compte de\u00a0r\u00e9sultat .</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForEmployeeBenefitsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24883887430462924_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_194873\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions pour litiges</h5></div>\n<div class=\"Normal\"><p id=\"p_194896\">Des provisions sont constat\u00e9es pour les litiges en cours lorsque l\u2019issue probable d\u2019une action en justice ou de tout autre litige impliquant le Groupe peut \u00eatre estim\u00e9e de mani\u00e8re fiable. L\u2019\u00e9ch\u00e9ance des sorties de tr\u00e9sorerie relative \u00e0 ces provisions est incertaine car elle d\u00e9pend de l\u2019issue des proc\u00e9dures en question. Des informations compl\u00e9mentaires sont donn\u00e9es en note\u00a04.2.16.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_213262\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Provisions </h5></div>\n<div class=\"Normal\"><p id=\"p_213294\"><span style=\"white-space: pre-wrap; letter-spacing: -0.01em; \">Une provision est constat\u00e9e lorsque le Groupe a une obligation juridique ou implicite r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s au titre de laquelle il est probable qu\u2019une sortie de ressources repr\u00e9sentatives d\u2019avantages \u00e9conomiques sera n\u00e9cessaire pour \u00e9teindre l\u2019obligation, et que le montant de l\u2019obligation peut \u00eatre estim\u00e9 de mani\u00e8re fiable. Lorsque l\u2019effet de la valeur temps de l\u2019argent est significatif, le montant de la provision correspond \u00e0  la valeur actualis\u00e9e des d\u00e9penses attendues que l\u2019on pense n\u00e9cessaires pour \u00e9teindre l\u2019obligation, estim\u00e9e en utilisant un taux d\u2019actualisation avant imp\u00f4ts refl\u00e9tant les appr\u00e9ciations actuelles par le march\u00e9 de la valeur temps de l\u2019argent et des risques sp\u00e9cifiques \u00e0 ce passif. </span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_587363\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214515\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs et passifs \u00e9ventuels</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214552\">Les actifs et passifs \u00e9ventuels r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s et dont l\u2019existence ne sera confirm\u00e9e que par la survenance, ou non, d\u2019un ou plusieurs \u00e9v\u00e9nements futurs incertains qui ne sont pas totalement sous le contr\u00f4le du Groupe sont pr\u00e9sent\u00e9s en note annexe aux \u00e9tats financiers.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.28vw; padding-left: 7.28vw; margin-bottom: 2.12vw; \"><h3 id=\"p_235224\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.16</span></span>PROVISIONS</h3></div>\n<div class=\"Normal\"><p id=\"p_235250\"><span style=\"background-color: #ffffff; \">Les mouvements de provisions se pr\u00e9sentent comme suit :</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:5.96vw; vertical-align: bottom;width: 24.29%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_235376\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235390\">Provisions li\u00e9es au personnel</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 16.15%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235406\">Provisions li\u00e9es aux litiges clients et\u00a0autres</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235428\">Provisions pour litige fiscal<br/>(Cf. Note 4.2.22)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_235444\">Autres provisions</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:5.96vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_365761\">Provision pour indemnit\u00e9 de\u00a0d\u00e9part \u00e0 la\u00a0retraite</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:5.96vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_235480\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_235494\">Montant au 01.01.2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235516\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235526\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235536\">500</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_235546\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_365768\">1\u00a0997</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_235570\">2\u00a0497</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235584\">Variation du p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235598\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235608\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235618\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235628\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365775\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235647\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235656\">Dotations de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235670\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235680\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235690\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235700\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365782\">213</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235721\">213</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235732\">Reprises de l'exercice - Utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235750\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235760\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235770\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235780\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365789\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235801\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235812\">Reprises de l'exercice - Non utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235858\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235867\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235876\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_235885\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365796\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235905\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_235917\">R\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235937\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235947\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235957\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_235967\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365803\">294</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_235986\">294</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_235995\">Montant au 31.12.2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236014\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236024\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236034\">500</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236044\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_365810\">2\u00a0504</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_236068\">3\u00a0004</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236082\">Variation du p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236096\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236106\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236116\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236126\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365817\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236146\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236155\">Dotations de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236169\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236179\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236189\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236199\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365824\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236221\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236233\">Reprises de l'exercice - Utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236251\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236261\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236271\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236281\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365831\">85</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236300\">85</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236310\">Reprises de l'exercice - Non utilis\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236330\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236340\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236350\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_236360\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_365838\">308</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_236379\">308</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_236388\">R\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236408\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236416\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236424\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236432\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_365845\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_236451\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_236463\">Montant au 31.12.2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236478\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 16.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236488\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236498\">500</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_236508\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_365852\">2 110</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_236532\">2 610</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_236569\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Provisions pour litiges</h4></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_236583\">Pour rappel, la soci\u00e9t\u00e9 avait \u00e9galement constat\u00e9 au 31 d\u00e9cembre 2020 une dotation pour risque sur litige fiscal d\u2019un montant de 500 000 \u20ac \u00e0 la suite d\u2019un contr\u00f4le fiscal conduisant \u00e0 une proposition de rectification au titre de l\u2019int\u00e9gralit\u00e9 du CIR sur les 4 ann\u00e9es contr\u00f4l\u00e9es (exercices 2014 \u00e0 2017) d\u2019un montant total de 1,6 million d\u2019euros. La soci\u00e9t\u00e9 conteste la position de l\u2019administration fiscale sur la majorit\u00e9 des dossiers concern\u00e9s et est actuellement dans un processus de r\u00e9clamation contentieuse.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherProvisionsContingentLiabilitiesAndContingentAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18942926718754689_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_195394\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>P\u00e9rim\u00e8tre de consolidation</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_195411\">Les filiales dans lesquelles Bourse Direct exerce directement ou indirectement un contr\u00f4le exclusif, en droit ou en fait, sont consolid\u00e9es. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_195458\">Les entit\u00e9s dans lesquelles Bourse Direct exerce une influence notable sont comptabilis\u00e9es selon la m\u00e9thode de la mise en \u00e9quivalence. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_195503\">La liste des soci\u00e9t\u00e9s consolid\u00e9es, ainsi que le pourcentage de d\u00e9tention, le pourcentage d\u2019int\u00e9r\u00eat et m\u00e9thode de consolidation retenue pour chacune de ces soci\u00e9t\u00e9s, figurent en note 4.2.25.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; \"><h3 id=\"p_271211\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.25</span></span>P\u00e9RIM\u00e8TRE DE CONSOLIDATION</h3></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 7.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_271297\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_special1\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_271309\">BOURSE DIRECT</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271321\">Entr\u00e9es de l'exercice</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271335\">% de contr\u00f4le au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271349\">% d'int\u00e9r\u00eat au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537075\">% de contr\u00f4le au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537080\">% d'int\u00e9r\u00eat au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_271362\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271371\">Capital\u00a0en milliers\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271386\">M\u00e9thode MEE/IG/IP</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271419\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271430\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271443\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537085\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537090\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271454\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271465\">-</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271476\">Soci\u00e9t\u00e9 consolidante</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271489\">France</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271500\">Exo\u00e9, Paris</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271513\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271526\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271537\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537095\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537100\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271548\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271559\">530</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271572\">IG</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271583\">Pays-Bas</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271594\">EASDAQ N.V.</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271607\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271620\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271631\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537105\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537110\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271642\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271653\">2\u00a0636</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271668\">MEE</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_271719\"></p></div>\n<div class=\"Title3\" style=\"text-indent: -7.70vw; padding-left: 7.70vw; margin-bottom: 2.12vw; \"><h3 id=\"p_271731\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.26</span></span>CONSOLIDATION DE BOURSE DIRECT</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_271751\">Via sa soci\u00e9t\u00e9 m\u00e8re E-Viel, le groupe Bourse Direct est int\u00e9gr\u00e9 dans la consolidation des comptes de VIEL &amp; Cie, dont le si\u00e8ge social est situ\u00e9 au 9, Place Vend\u00f4me - 75001 Paris, et dont la maison m\u00e8re est Viel et Compagnie-Finance, 23 Place Vend\u00f4me - 75001 PARIS.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBasisOfConsolidationExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911166_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_195571\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Filiales</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_195584\">Le Groupe contr\u00f4le une entit\u00e9 lorsqu'il est expos\u00e9 ou \u00e0 le droit \u00e0 des rendements variables en raison de ses liens avec l'entit\u00e9 et a la capacit\u00e9 d'influer sur le montant de ces rendements par le pouvoir qu'il exerce sur l'entit\u00e9. Les \u00e9tats financiers des filiales sont int\u00e9gr\u00e9s aux comptes consolid\u00e9s \u00e0 partir de la date de prise de contr\u00f4le jusqu\u2019\u00e0 la date o\u00f9 le contr\u00f4le cesse. La part des actionnaires minoritaires \u00e0 l\u2019actif net des filiales consolid\u00e9es et au r\u00e9sultat global de l\u2019exercice est pr\u00e9sent\u00e9e distinctement au bilan et au compte de r\u00e9sultat global consolid\u00e9 m\u00eame si cela se traduit par un solde d\u00e9ficitaire pour les int\u00e9r\u00eats minoritaires. </p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196471\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Coentreprises</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_196496\">Une coentreprise est un partenariat qui conf\u00e8re au Groupe des droits sur l\u2019actif net de la soci\u00e9t\u00e9 dans laquelle le Groupe exerce un contr\u00f4le conjoint avec d\u2019autres actionnaires. Le Groupe comptabilise ses int\u00e9r\u00eats dans les coentreprises selon la m\u00e9thode de la mise en \u00e9quivalence. Les goodwills d\u00e9termin\u00e9s sur les coentreprises sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196979\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Soci\u00e9t\u00e9s associ\u00e9es</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_197006\">Les soci\u00e9t\u00e9s associ\u00e9es sur lesquelles Bourse Direct exerce une influence notable sur les politiques financi\u00e8res et op\u00e9rationnelles, mais sans toutefois en avoir le contr\u00f4le, sont int\u00e9gr\u00e9es selon la m\u00e9thode de la mise en \u00e9quivalence. Une influence notable est notamment pr\u00e9sum\u00e9e lorsque Bourse Direct d\u00e9tient, directement ou indirectement, plus de 20 % des droits de vote de ces soci\u00e9t\u00e9s. Les comptes consolid\u00e9s incluent la quote-part du Groupe dans l\u2019actif net et le r\u00e9sultat des soci\u00e9t\u00e9s associ\u00e9es. Les goodwills d\u00e9termin\u00e9s sur les soci\u00e9t\u00e9s associ\u00e9es sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n<div class=\"Title3\" style=\"text-indent: -6.73vw; padding-left: 6.73vw; margin-bottom: 2.12vw; \"><h3 id=\"p_226362\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.11</span></span>Participations dans les soci\u00e9t\u00e9s associ\u00e9es et\u00a0coentreprises</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_226407\">Cette rubrique comprend la quote-part des soci\u00e9t\u00e9s associ\u00e9es et coentreprises d\u00e9tenue par Bourse Direct ou ses filiales op\u00e9rationnelles, consolid\u00e9es selon la m\u00e9thode de mise en \u00e9quivalence. Au 31 d\u00e9cembre 2024, ce poste est compos\u00e9 de la soci\u00e9t\u00e9 Easdaq N.V..</p></div>\n<div class=\"Normal\"><p id=\"p_226733\">La variation des participations dans les soci\u00e9t\u00e9s associ\u00e9es et les coentreprises se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_226918\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226932\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226944\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226954\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_226965\">Au 1<span class=\"sup\">er</span> janvier 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_226994\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227006\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227016\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227028\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227046\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227057\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227067\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227078\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227090\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227100\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227110\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227120\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227130\">24</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227140\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227150\">24</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227160\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227170\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227180\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227190\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227200\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227218\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227227\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227237\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227247\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227265\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227276\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227286\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227297\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227311\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227321\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227331\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227341\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227355\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227365\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227375\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227385\">Au 31 d\u00e9cembre 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227410\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227421\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227431\">536</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582009\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_227499\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227513\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227525\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227535\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227546\">Au 1<span class=\"sup\">er</span> janvier 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227569\">519</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227581\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227591\">519</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227603\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227621\">-3</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227632\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227642\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227653\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227665\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227675\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227685\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227695\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227713\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227723\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227733\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227743\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227758\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227768\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227778\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227788\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227806\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227817\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227827\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227838\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227856\">-4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227868\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227878\">-4</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227890\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227904\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227914\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227924\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227934\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227948\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227958\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227968\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227978\">Au 31 d\u00e9cembre 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227999\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228011\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228021\">512</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_572940\">Les informations financi\u00e8res r\u00e9sum\u00e9es, avant \u00e9limination des comptes et op\u00e9rations r\u00e9ciproques, des principales soci\u00e9t\u00e9s associ\u00e9es se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_228261\">(en milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228276\" style=\"text-align: center; \">Easdaq N.V.</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228309\">31/12/2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_378910\">31/12/2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228330\">Lieu d'activit\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228342\">Belgique</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378915\">Belgique</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228362\">Pourcentage de d\u00e9tention</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228376\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378920\">8,34%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228396\">Actif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379076\">482</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378925\">537</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228431\">Actif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379082\">2 747</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378930\">2 532</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228468\">Passif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379088\">602</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378935\">624</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228503\">Passif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379094\">997</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378940\">901</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228535\">Actif net</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379100\">1 630</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378945\">1 544</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228573\">Quote-part du groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228591\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378950\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228611\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>dans l'actif net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228627\">152</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378955\">129</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228648\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Ecarts d'acquisition</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228662\">383</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378960\">383</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228682\">Valeur comptable au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379131\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378980\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228723\">Chiffre d'affaires</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379137\">8 370</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378985\">7 936</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228759\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379143\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378990\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228798\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379149\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378995\">-0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228837\">R\u00e9sultat global de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379155\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379000\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228876\">Quote-part du Groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228894\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379005\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228914\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228930\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379010\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228951\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228973\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379015\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228993\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229009\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379020\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229030\">Dividendes vers\u00e9s au Groupe</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229046\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379025\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582052\"></p></div>\n</div></div><div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; \"><h3 id=\"p_271211\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.25</span></span>P\u00e9RIM\u00e8TRE DE CONSOLIDATION</h3></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 7.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_271297\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_special1\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_271309\">BOURSE DIRECT</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271321\">Entr\u00e9es de l'exercice</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271335\">% de contr\u00f4le au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271349\">% d'int\u00e9r\u00eat au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537075\">% de contr\u00f4le au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537080\">% d'int\u00e9r\u00eat au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_271362\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271371\">Capital\u00a0en milliers\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271386\">M\u00e9thode MEE/IG/IP</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271419\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271430\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271443\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537085\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537090\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271454\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271465\">-</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271476\">Soci\u00e9t\u00e9 consolidante</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271489\">France</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271500\">Exo\u00e9, Paris</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271513\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271526\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271537\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537095\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537100\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271548\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271559\">530</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271572\">IG</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271583\">Pays-Bas</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271594\">EASDAQ N.V.</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271607\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271620\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271631\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537105\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537110\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271642\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271653\">2\u00a0636</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271668\">MEE</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInterestsInOtherEntitiesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911165_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_195571\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Filiales</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_195584\">Le Groupe contr\u00f4le une entit\u00e9 lorsqu'il est expos\u00e9 ou \u00e0 le droit \u00e0 des rendements variables en raison de ses liens avec l'entit\u00e9 et a la capacit\u00e9 d'influer sur le montant de ces rendements par le pouvoir qu'il exerce sur l'entit\u00e9. Les \u00e9tats financiers des filiales sont int\u00e9gr\u00e9s aux comptes consolid\u00e9s \u00e0 partir de la date de prise de contr\u00f4le jusqu\u2019\u00e0 la date o\u00f9 le contr\u00f4le cesse. La part des actionnaires minoritaires \u00e0 l\u2019actif net des filiales consolid\u00e9es et au r\u00e9sultat global de l\u2019exercice est pr\u00e9sent\u00e9e distinctement au bilan et au compte de r\u00e9sultat global consolid\u00e9 m\u00eame si cela se traduit par un solde d\u00e9ficitaire pour les int\u00e9r\u00eats minoritaires. </p></div>\n<div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; \"><h3 id=\"p_271211\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.25</span></span>P\u00e9RIM\u00e8TRE DE CONSOLIDATION</h3></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 7.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_271297\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_special1\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_271309\">BOURSE DIRECT</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271321\">Entr\u00e9es de l'exercice</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271335\">% de contr\u00f4le au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271349\">% d'int\u00e9r\u00eat au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537075\">% de contr\u00f4le au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537080\">% d'int\u00e9r\u00eat au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_271362\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271371\">Capital\u00a0en milliers\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271386\">M\u00e9thode MEE/IG/IP</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271419\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271430\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271443\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537085\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537090\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271454\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271465\">-</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271476\">Soci\u00e9t\u00e9 consolidante</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271489\">France</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271500\">Exo\u00e9, Paris</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271513\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271526\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271537\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537095\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537100\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271548\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271559\">530</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271572\">IG</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271583\">Pays-Bas</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271594\">EASDAQ N.V.</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271607\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271620\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271631\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537105\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537110\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271642\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271653\">2\u00a0636</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271668\">MEE</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfSignificantInvestmentsInSubsidiariesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18943062678634512_0_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_195571\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Filiales</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_195584\">Le Groupe contr\u00f4le une entit\u00e9 lorsqu'il est expos\u00e9 ou \u00e0 le droit \u00e0 des rendements variables en raison de ses liens avec l'entit\u00e9 et a la capacit\u00e9 d'influer sur le montant de ces rendements par le pouvoir qu'il exerce sur l'entit\u00e9. Les \u00e9tats financiers des filiales sont int\u00e9gr\u00e9s aux comptes consolid\u00e9s \u00e0 partir de la date de prise de contr\u00f4le jusqu\u2019\u00e0 la date o\u00f9 le contr\u00f4le cesse. La part des actionnaires minoritaires \u00e0 l\u2019actif net des filiales consolid\u00e9es et au r\u00e9sultat global de l\u2019exercice est pr\u00e9sent\u00e9e distinctement au bilan et au compte de r\u00e9sultat global consolid\u00e9 m\u00eame si cela se traduit par un solde d\u00e9ficitaire pour les int\u00e9r\u00eats minoritaires. </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForSubsidiariesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911154_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196471\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Coentreprises</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_196496\">Une coentreprise est un partenariat qui conf\u00e8re au Groupe des droits sur l\u2019actif net de la soci\u00e9t\u00e9 dans laquelle le Groupe exerce un contr\u00f4le conjoint avec d\u2019autres actionnaires. Le Groupe comptabilise ses int\u00e9r\u00eats dans les coentreprises selon la m\u00e9thode de la mise en \u00e9quivalence. Les goodwills d\u00e9termin\u00e9s sur les coentreprises sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n<div class=\"Title3\" style=\"text-indent: -6.73vw; padding-left: 6.73vw; margin-bottom: 2.12vw; \"><h3 id=\"p_226362\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.11</span></span>Participations dans les soci\u00e9t\u00e9s associ\u00e9es et\u00a0coentreprises</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_226407\">Cette rubrique comprend la quote-part des soci\u00e9t\u00e9s associ\u00e9es et coentreprises d\u00e9tenue par Bourse Direct ou ses filiales op\u00e9rationnelles, consolid\u00e9es selon la m\u00e9thode de mise en \u00e9quivalence. Au 31 d\u00e9cembre 2024, ce poste est compos\u00e9 de la soci\u00e9t\u00e9 Easdaq N.V..</p></div>\n<div class=\"Normal\"><p id=\"p_226733\">La variation des participations dans les soci\u00e9t\u00e9s associ\u00e9es et les coentreprises se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_226918\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226932\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226944\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226954\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_226965\">Au 1<span class=\"sup\">er</span> janvier 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_226994\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227006\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227016\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227028\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227046\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227057\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227067\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227078\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227090\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227100\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227110\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227120\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227130\">24</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227140\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227150\">24</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227160\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227170\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227180\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227190\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227200\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227218\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227227\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227237\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227247\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227265\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227276\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227286\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227297\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227311\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227321\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227331\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227341\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227355\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227365\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227375\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227385\">Au 31 d\u00e9cembre 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227410\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227421\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227431\">536</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582009\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_227499\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227513\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227525\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227535\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227546\">Au 1<span class=\"sup\">er</span> janvier 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227569\">519</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227581\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227591\">519</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227603\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227621\">-3</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227632\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227642\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227653\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227665\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227675\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227685\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227695\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227713\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227723\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227733\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227743\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227758\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227768\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227778\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227788\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227806\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227817\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227827\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227838\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227856\">-4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227868\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227878\">-4</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227890\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227904\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227914\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227924\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227934\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227948\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227958\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227968\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227978\">Au 31 d\u00e9cembre 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227999\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228011\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228021\">512</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_572940\">Les informations financi\u00e8res r\u00e9sum\u00e9es, avant \u00e9limination des comptes et op\u00e9rations r\u00e9ciproques, des principales soci\u00e9t\u00e9s associ\u00e9es se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_228261\">(en milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228276\" style=\"text-align: center; \">Easdaq N.V.</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228309\">31/12/2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_378910\">31/12/2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228330\">Lieu d'activit\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228342\">Belgique</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378915\">Belgique</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228362\">Pourcentage de d\u00e9tention</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228376\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378920\">8,34%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228396\">Actif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379076\">482</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378925\">537</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228431\">Actif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379082\">2 747</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378930\">2 532</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228468\">Passif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379088\">602</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378935\">624</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228503\">Passif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379094\">997</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378940\">901</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228535\">Actif net</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379100\">1 630</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378945\">1 544</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228573\">Quote-part du groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228591\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378950\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228611\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>dans l'actif net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228627\">152</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378955\">129</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228648\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Ecarts d'acquisition</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228662\">383</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378960\">383</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228682\">Valeur comptable au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379131\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378980\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228723\">Chiffre d'affaires</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379137\">8 370</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378985\">7 936</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228759\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379143\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378990\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228798\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379149\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378995\">-0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228837\">R\u00e9sultat global de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379155\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379000\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228876\">Quote-part du Groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228894\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379005\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228914\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228930\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379010\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228951\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228973\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379015\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228993\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229009\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379020\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229030\">Dividendes vers\u00e9s au Groupe</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229046\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379025\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582052\"></p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfJointVenturesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911156_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196471\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Coentreprises</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_196496\">Une coentreprise est un partenariat qui conf\u00e8re au Groupe des droits sur l\u2019actif net de la soci\u00e9t\u00e9 dans laquelle le Groupe exerce un contr\u00f4le conjoint avec d\u2019autres actionnaires. Le Groupe comptabilise ses int\u00e9r\u00eats dans les coentreprises selon la m\u00e9thode de la mise en \u00e9quivalence. Les goodwills d\u00e9termin\u00e9s sur les coentreprises sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196979\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Soci\u00e9t\u00e9s associ\u00e9es</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_197006\">Les soci\u00e9t\u00e9s associ\u00e9es sur lesquelles Bourse Direct exerce une influence notable sur les politiques financi\u00e8res et op\u00e9rationnelles, mais sans toutefois en avoir le contr\u00f4le, sont int\u00e9gr\u00e9es selon la m\u00e9thode de la mise en \u00e9quivalence. Une influence notable est notamment pr\u00e9sum\u00e9e lorsque Bourse Direct d\u00e9tient, directement ou indirectement, plus de 20 % des droits de vote de ces soci\u00e9t\u00e9s. Les comptes consolid\u00e9s incluent la quote-part du Groupe dans l\u2019actif net et le r\u00e9sultat des soci\u00e9t\u00e9s associ\u00e9es. Les goodwills d\u00e9termin\u00e9s sur les soci\u00e9t\u00e9s associ\u00e9es sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociatesAndJointVenturesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18943688694717091_0_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196471\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Coentreprises</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_196496\">Une coentreprise est un partenariat qui conf\u00e8re au Groupe des droits sur l\u2019actif net de la soci\u00e9t\u00e9 dans laquelle le Groupe exerce un contr\u00f4le conjoint avec d\u2019autres actionnaires. Le Groupe comptabilise ses int\u00e9r\u00eats dans les coentreprises selon la m\u00e9thode de la mise en \u00e9quivalence. Les goodwills d\u00e9termin\u00e9s sur les coentreprises sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentsInJointVentures",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911145_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196979\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Soci\u00e9t\u00e9s associ\u00e9es</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_197006\">Les soci\u00e9t\u00e9s associ\u00e9es sur lesquelles Bourse Direct exerce une influence notable sur les politiques financi\u00e8res et op\u00e9rationnelles, mais sans toutefois en avoir le contr\u00f4le, sont int\u00e9gr\u00e9es selon la m\u00e9thode de la mise en \u00e9quivalence. Une influence notable est notamment pr\u00e9sum\u00e9e lorsque Bourse Direct d\u00e9tient, directement ou indirectement, plus de 20 % des droits de vote de ces soci\u00e9t\u00e9s. Les comptes consolid\u00e9s incluent la quote-part du Groupe dans l\u2019actif net et le r\u00e9sultat des soci\u00e9t\u00e9s associ\u00e9es. Les goodwills d\u00e9termin\u00e9s sur les soci\u00e9t\u00e9s associ\u00e9es sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n<div class=\"Title3\" style=\"text-indent: -6.73vw; padding-left: 6.73vw; margin-bottom: 2.12vw; \"><h3 id=\"p_226362\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.11</span></span>Participations dans les soci\u00e9t\u00e9s associ\u00e9es et\u00a0coentreprises</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_226407\">Cette rubrique comprend la quote-part des soci\u00e9t\u00e9s associ\u00e9es et coentreprises d\u00e9tenue par Bourse Direct ou ses filiales op\u00e9rationnelles, consolid\u00e9es selon la m\u00e9thode de mise en \u00e9quivalence. Au 31 d\u00e9cembre 2024, ce poste est compos\u00e9 de la soci\u00e9t\u00e9 Easdaq N.V..</p></div>\n<div class=\"Normal\"><p id=\"p_226733\">La variation des participations dans les soci\u00e9t\u00e9s associ\u00e9es et les coentreprises se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_226918\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226932\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226944\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226954\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_226965\">Au 1<span class=\"sup\">er</span> janvier 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_226994\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227006\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227016\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227028\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227046\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227057\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227067\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227078\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227090\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227100\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227110\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227120\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227130\">24</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227140\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227150\">24</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227160\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227170\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227180\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227190\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227200\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227218\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227227\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227237\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227247\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227265\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227276\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227286\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227297\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227311\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227321\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227331\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227341\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227355\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227365\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227375\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227385\">Au 31 d\u00e9cembre 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227410\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227421\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227431\">536</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582009\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_227499\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227513\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227525\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227535\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227546\">Au 1<span class=\"sup\">er</span> janvier 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227569\">519</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227581\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227591\">519</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227603\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227621\">-3</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227632\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227642\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227653\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227665\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227675\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227685\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227695\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227713\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227723\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227733\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227743\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227758\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227768\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227778\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227788\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227806\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227817\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227827\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227838\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227856\">-4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227868\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227878\">-4</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227890\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227904\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227914\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227924\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227934\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227948\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227958\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227968\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227978\">Au 31 d\u00e9cembre 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227999\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228011\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228021\">512</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_572940\">Les informations financi\u00e8res r\u00e9sum\u00e9es, avant \u00e9limination des comptes et op\u00e9rations r\u00e9ciproques, des principales soci\u00e9t\u00e9s associ\u00e9es se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_228261\">(en milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228276\" style=\"text-align: center; \">Easdaq N.V.</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228309\">31/12/2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_378910\">31/12/2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228330\">Lieu d'activit\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228342\">Belgique</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378915\">Belgique</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228362\">Pourcentage de d\u00e9tention</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228376\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378920\">8,34%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228396\">Actif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379076\">482</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378925\">537</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228431\">Actif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379082\">2 747</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378930\">2 532</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228468\">Passif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379088\">602</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378935\">624</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228503\">Passif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379094\">997</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378940\">901</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228535\">Actif net</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379100\">1 630</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378945\">1 544</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228573\">Quote-part du groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228591\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378950\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228611\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>dans l'actif net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228627\">152</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378955\">129</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228648\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Ecarts d'acquisition</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228662\">383</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378960\">383</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228682\">Valeur comptable au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379131\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378980\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228723\">Chiffre d'affaires</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379137\">8 370</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378985\">7 936</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228759\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379143\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378990\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228798\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379149\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378995\">-0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228837\">R\u00e9sultat global de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379155\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379000\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228876\">Quote-part du Groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228894\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379005\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228914\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228930\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379010\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228951\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228973\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379015\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228993\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229009\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379020\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229030\">Dividendes vers\u00e9s au Groupe</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229046\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379025\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582052\"></p></div>\n</div></div><div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; \"><h3 id=\"p_271211\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.25</span></span>P\u00e9RIM\u00e8TRE DE CONSOLIDATION</h3></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 7.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_271297\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_special1\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_271309\">BOURSE DIRECT</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271321\">Entr\u00e9es de l'exercice</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271335\">% de contr\u00f4le au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271349\">% d'int\u00e9r\u00eat au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537075\">% de contr\u00f4le au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537080\">% d'int\u00e9r\u00eat au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_271362\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271371\">Capital\u00a0en milliers\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271386\">M\u00e9thode MEE/IG/IP</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271419\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271430\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271443\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537085\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537090\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271454\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271465\">-</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271476\">Soci\u00e9t\u00e9 consolidante</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271489\">France</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271500\">Exo\u00e9, Paris</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271513\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271526\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271537\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537095\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537100\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271548\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271559\">530</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271572\">IG</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271583\">Pays-Bas</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271594\">EASDAQ N.V.</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271607\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271620\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271631\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537105\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537110\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271642\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271653\">2\u00a0636</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271668\">MEE</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfSignificantInvestmentsInAssociatesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18943853224658320_0_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_196979\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Soci\u00e9t\u00e9s associ\u00e9es</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_197006\">Les soci\u00e9t\u00e9s associ\u00e9es sur lesquelles Bourse Direct exerce une influence notable sur les politiques financi\u00e8res et op\u00e9rationnelles, mais sans toutefois en avoir le contr\u00f4le, sont int\u00e9gr\u00e9es selon la m\u00e9thode de la mise en \u00e9quivalence. Une influence notable est notamment pr\u00e9sum\u00e9e lorsque Bourse Direct d\u00e9tient, directement ou indirectement, plus de 20 % des droits de vote de ces soci\u00e9t\u00e9s. Les comptes consolid\u00e9s incluent la quote-part du Groupe dans l\u2019actif net et le r\u00e9sultat des soci\u00e9t\u00e9s associ\u00e9es. Les goodwills d\u00e9termin\u00e9s sur les soci\u00e9t\u00e9s associ\u00e9es sont inclus dans la valeur comptable de l\u2019investissement.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForInvestmentInAssociates",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911054_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfBusinessCombinationsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911055_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForBusinessCombinationsAndGoodwillExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19620969609889256_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_597636\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Regroupements d\u2019entreprises</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197784\">L\u2019acquisition d\u2019entreprises est comptabilis\u00e9e selon la m\u00e9thode de l\u2019acquisition en application d'IFRS 3. Le co\u00fbt d\u2019acquisition est mesur\u00e9 en additionnant les justes valeurs, \u00e0 la date d\u2019\u00e9change, des actifs remis, des passifs encourus ou assum\u00e9s et des instruments de capitaux propres \u00e9mis par le Groupe en \u00e9change du contr\u00f4le de l\u2019entreprise acquise. Les frais d\u2019acquisition engag\u00e9s au titre de regroupement d\u2019entreprise sont comptabilis\u00e9s en charges.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_197912\"><span style=\"letter-spacing: -0.01em; \">Les actifs, passifs et passifs \u00e9ventuels identifiables de l\u2019entreprise acquise, qui satisfont aux conditions de comptabilisation, sont comptabilis\u00e9s \u00e0 leur juste valeur \u00e0 la date d\u2019acquisition. Les participations ne donnant pas le contr\u00f4le peuvent soit \u00eatre \u00e9valu\u00e9es pour leur quote-part dans la juste valeur des actifs et passifs identifiables de l\u2019entit\u00e9 acquise, soit \u00eatre \u00e9valu\u00e9es \u00e0 leur juste valeur \u00e0 chaque regroupement d\u2019entreprises, une fraction du goodwill leur \u00e9tant alors affect\u00e9e en contrepartie. Le goodwill est comptabilis\u00e9 en tant qu\u2019actif et \u00e9valu\u00e9 initialement \u00e0 son co\u00fbt, celui-ci \u00e9tant l\u2019exc\u00e9dent du prix d\u2019acquisition sur la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables ainsi constat\u00e9e. Si, apr\u00e8s r\u00e9\u00e9valuation, la part d\u2019int\u00e9r\u00eat du Groupe dans la juste valeur nette des actifs, passifs et passifs \u00e9ventuels identifiables exc\u00e8de le prix d\u2019acquisition, l\u2019exc\u00e9dent est comptabilis\u00e9 imm\u00e9diatement en r\u00e9sultat.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198535\">Apr\u00e8s la comptabilisation initiale, les goodwills positifs sont \u00e9valu\u00e9s au co\u00fbt d\u2019acquisition diminu\u00e9 du cumul des pertes de valeur. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_198692\">Les goodwills sur les filiales sont pr\u00e9sent\u00e9s au bilan en note 4.2.14 et sont d\u00e9termin\u00e9es par r\u00e9f\u00e9rence \u00e0 la valeur recouvrable de l\u2019unit\u00e9 g\u00e9n\u00e9ratrice de tr\u00e9sorerie (UGT) ou du groupe d\u2019UGT auxquels ils sont rattach\u00e9s conform\u00e9ment \u00e0 la norme IAS 36. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199025\">Un test de d\u00e9pr\u00e9ciation est effectu\u00e9 syst\u00e9matiquement tous les semestres sur la base des flux futurs de tr\u00e9sorerie actualis\u00e9s qu\u2019il y ait ou non une perte de valeur ou d\u00e8s l'identification d'un indicateur de perte de valeur .</p></div>\n<div class=\"Normal\"><p id=\"p_199235\"><span style=\"letter-spacing: -0.01em; \">Les participations ne donnant pas le contr\u00f4le dans l\u2019entreprise acquise sont \u00e9valu\u00e9es initialement en fonction de leur quote-part de la juste valeur des actifs nets acquis.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_571147\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForBusinessCombinationsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18944234092183648_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_580963\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Elimination des op\u00e9rations r\u00e9ciproques</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_199555\">Lors de l\u2019\u00e9tablissement des comptes consolid\u00e9s, les soldes et transactions intragroupes ainsi que les gains et pertes non r\u00e9alis\u00e9s r\u00e9sultant de transactions intragroupes sont \u00e9limin\u00e9s. Les gains et pertes non r\u00e9alis\u00e9s r\u00e9sultant de transactions avec des soci\u00e9t\u00e9s associ\u00e9es et des soci\u00e9t\u00e9s contr\u00f4l\u00e9es conjointement sont \u00e9limin\u00e9s \u00e0 hauteur de la participation du Groupe dans ces entit\u00e9s.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfProfitLossFromOperatingActivitiesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911175_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_199681\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Traitement des devises \u00e9trang\u00e8res</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199712\">Les transactions en devises \u00e9trang\u00e8res sont converties dans la monnaie fonctionnelle de chaque entit\u00e9, aux cours de change en vigueur au moment de la transaction. Les actifs et les passifs mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res \u00e0 la fin de la p\u00e9riode sont convertis aux cours de change en vigueur \u00e0 cette date. Les diff\u00e9rences de change r\u00e9sultant de ces op\u00e9rations sont constat\u00e9es au compte de r\u00e9sultat. Les actifs et les passifs non mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res et constat\u00e9s \u00e0 leur co\u00fbt historique sont convertis aux cours de change en vigueur au moment de la transaction. Les actifs et les passifs non mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res et constat\u00e9s \u00e0 leur juste valeur sont convertis aux cours de change en vigueur au moment o\u00f9 la juste valeur est d\u00e9termin\u00e9e.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_199976\">Le bilan des soci\u00e9t\u00e9s consolid\u00e9es exprim\u00e9 en devises dans leur monnaie fonctionnelle est converti \u00e0 la monnaie de pr\u00e9sentation du groupe - en euros - sur la base des cours de change officiels \u00e0 la date de cl\u00f4ture et leur compte de r\u00e9sultat sur la base du cours de change moyen. La diff\u00e9rence de conversion sur le capital, les r\u00e9serves, le report \u00e0 nouveau et le r\u00e9sultat r\u00e9sultant de l\u2019\u00e9volution des cours de change est enregistr\u00e9e en \"\u00c9cart de conversion\" au sein des capitaux propres.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEffectOfChangesInForeignExchangeRatesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24884192854020624_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_199681\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Traitement des devises \u00e9trang\u00e8res</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_199712\">Les transactions en devises \u00e9trang\u00e8res sont converties dans la monnaie fonctionnelle de chaque entit\u00e9, aux cours de change en vigueur au moment de la transaction. Les actifs et les passifs mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res \u00e0 la fin de la p\u00e9riode sont convertis aux cours de change en vigueur \u00e0 cette date. Les diff\u00e9rences de change r\u00e9sultant de ces op\u00e9rations sont constat\u00e9es au compte de r\u00e9sultat. Les actifs et les passifs non mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res et constat\u00e9s \u00e0 leur co\u00fbt historique sont convertis aux cours de change en vigueur au moment de la transaction. Les actifs et les passifs non mon\u00e9taires libell\u00e9s en devises \u00e9trang\u00e8res et constat\u00e9s \u00e0 leur juste valeur sont convertis aux cours de change en vigueur au moment o\u00f9 la juste valeur est d\u00e9termin\u00e9e.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_199976\">Le bilan des soci\u00e9t\u00e9s consolid\u00e9es exprim\u00e9 en devises dans leur monnaie fonctionnelle est converti \u00e0 la monnaie de pr\u00e9sentation du groupe - en euros - sur la base des cours de change officiels \u00e0 la date de cl\u00f4ture et leur compte de r\u00e9sultat sur la base du cours de change moyen. La diff\u00e9rence de conversion sur le capital, les r\u00e9serves, le report \u00e0 nouveau et le r\u00e9sultat r\u00e9sultant de l\u2019\u00e9volution des cours de change est enregistr\u00e9e en \"\u00c9cart de conversion\" au sein des capitaux propres.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForForeignCurrencyTranslationExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911122_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_580984\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs financiers</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_200035\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Comptabilisation et \u00e9valuation initiale</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200081\">En cas d\u2019achat ou de vente ordinaire d\u2019actifs financiers, la date de transaction est retenue pour la comptabilisation initiale et la d\u00e9-comptabilisation\u00a0subs\u00e9quente.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200320\">Les cr\u00e9ances sont initialement \u00e9valu\u00e9es \u00e0 leur prix de transaction Les autres actifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur, augment\u00e9e, dans le cas d'un actif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l'acquisition de cet actif financier.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_701930\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Classement et \u00e9valuation ult\u00e9rieure</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_200781\">Tous les actifs financiers comptabilis\u00e9s sont ult\u00e9rieurement \u00e9valu\u00e9s soit au co\u00fbt amorti, soit \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global, soit \u00e0 la juste valeur par le biais du r\u00e9sultat net, en fonction \u00e0 la fois :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_201127\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>du mod\u00e8le \u00e9conomique que suit l\u2019entit\u00e9 pour la gestion des actifs financiers. Un mod\u00e8le de gestion correspond \u00e0 la mani\u00e8re dont est g\u00e9r\u00e9 collectivement un groupe d\u2019actifs financiers pour g\u00e9n\u00e9rer des revenus. Son objectif est de traduire au mieux les pratiques de gestion des actifs concern\u00e9s. Il est identifi\u00e9 au sein du Groupe \u00e0 partir des faits objectifs qui peuvent \u00eatre observ\u00e9s comme l\u2019analyse de l\u2019organisation du m\u00e9tier, de ses syst\u00e8mes d\u2019information, de ses rapports internes, de son mode de suivi des risques, ou encore de ses d\u00e9cisions de gestion pass\u00e9es (historiques de cessions par exemple). Conform\u00e9ment \u00e0 la norme IFRS 9, trois types de mod\u00e8les de gestion peuvent s\u2019appliquer : </p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201358\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>u<span style=\"letter-spacing: -0.01em; \">n mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs (mod\u00e8le \u00ab Collecte \u00bb) ;</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201453\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs et effectuer des cessions (mod\u00e8le \u00ab Collecte et Vente \u00bb) ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201503\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le particulier aux autres actifs financiers, notamment ceux g\u00e9r\u00e9s \u00e0 des fins de\u00a0transaction ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.13vw; \"><p id=\"p_201541\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des caract\u00e9ristiques des flux de tr\u00e9sorerie contractuels de l\u2019actif financier. Elles sont appr\u00e9hend\u00e9es via le crit\u00e8re/test SPPI (Solely Payments of Principal and Interest). Pour \u00e9valuer si les flux de tr\u00e9sorerie contractuels sont uniquement des paiements de principal et d'int\u00e9r\u00eats, il faut consid\u00e9rer les termes contractuels de l'instrument et analyser tout \u00e9l\u00e9ment qui pourrait remettre en cause la repr\u00e9sentation exclusive de la valeur temps de l\u2019argent et du risque de cr\u00e9dit.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_569362\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_201749\">Un actif financier est \u00e9valu\u00e9 au co\u00fbt amorti si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est de d\u00e9tenir des actifs financiers afin d\u2019en percevoir les flux de tr\u00e9sorerie contractuels et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202327\">Le co\u00fbt amorti d\u2019un actif financier est la valeur qui lui est attribu\u00e9e lors de sa comptabilisation initiale, diminu\u00e9e des remboursements en principal, major\u00e9e ou diminu\u00e9e de l\u2019amortissement cumul\u00e9, calcul\u00e9 par la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif, de toute diff\u00e9rence entre cette valeur initiale et la valeur \u00e0 l\u2019\u00e9ch\u00e9ance et ajust\u00e9e au titre de la correction de valeur pour pertes, le cas \u00e9ch\u00e9ant. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202836\">Le taux d'int\u00e9r\u00eat effectif est le taux qui actualise les futures entr\u00e9es de tr\u00e9sorerie, estim\u00e9es sur la dur\u00e9e de vie attendue d\u2019un actif, de mani\u00e8re \u00e0 obtenir exactement la valeur comptable brute de l\u2019actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203117\">Les pr\u00eats et cr\u00e9ances sur la client\u00e8le et sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s sont \u00e9valu\u00e9s au co\u00fbt amorti en utilisant la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif d\u00e9duction faite d\u2019\u00e9ventuelles pertes de valeur.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_203402\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203562\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est atteint \u00e0 la fois par la perception de flux de tr\u00e9sorerie contractuels et par la vente d\u2019actifs financiers et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_597657\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers d\u00e9sign\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_204361\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.01em; \">Lors de la comptabilisation initiale, le Groupe peut faire le choix irr\u00e9vocable de pr\u00e9senter dans les autres \u00e9l\u00e9ments du r\u00e9sultat global les variations ult\u00e9rieures de la juste valeur d\u2019un placement dans un instrument de capitaux propres, qui n\u2019est ni d\u00e9tenu \u00e0 des fins de transaction ni une contrepartie \u00e9ventuelle comptabilis\u00e9e par un acqu\u00e9reur dans un regroupement d\u2019entreprises. Les dividendes re\u00e7us sur ces placements sont enregistr\u00e9s dans le compte de r\u00e9sultat. Lorsque ces instruments de capitaux propres sont c\u00e9d\u00e9s, le montant des variations cumul\u00e9es nettes de juste valeur jusqu\u2019au moment de leur cession est reclass\u00e9 au b\u00e9n\u00e9fice au bilan dans les capitaux\u00a0propres.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205183\">Aucun actif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_205195\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205278\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, \u00e0 moins qu\u2019il ne soit \u00e9valu\u00e9 au co\u00fbt amorti ou \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205359\">Les autres instruments de capitaux propres sont \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net tout comme les instruments financiers d\u00e9riv\u00e9s sauf si l\u2019instrument d\u00e9riv\u00e9 est d\u00e9sign\u00e9 comme instrument de couverture efficace.</p></div>\n<div class=\"Normal\"><p id=\"p_656734\"><img alt=\"image\" 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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586676\"></p></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571528\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Passifs financiers</h5></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205783\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Comptabilisation et \u00e9valuation initiale</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205795\">Les passifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur diminu\u00e9e, dans le cas d'un passif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l\u2019\u00e9mission de ce passif financier. </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205801\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Classement et \u00e9valuation ult\u00e9rieure</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205813\">Apr\u00e8s la comptabilisation initiale, les passifs financiers sont class\u00e9s en deux cat\u00e9gories :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_205819\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205834\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205848\"><span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205862\">Les passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net incluent les passifs financiers d\u00e9tenus \u00e0 des fins de transaction et passifs d\u00e9sign\u00e9s lors de la comptabilisation initiale comme \u00e9tant \u00e0 la juste valeur par le biais du compte de r\u00e9sultat. L'\u00e9valuation ult\u00e9rieure de ces passifs est effectu\u00e9e \u00e0 la juste valeur. Cette cat\u00e9gorie comprend les instruments financiers d\u00e9riv\u00e9s conclus par le Groupe qui ne sont pas d\u00e9sign\u00e9s comme instruments de couverture dans des relations de couverture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205869\">Aucun passif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le r\u00e9sultat net dans les comptes consolid\u00e9s du\u00a0groupe.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205886\">\u00a0<span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers au co\u00fbt amorti</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205895\">Apr\u00e8s la comptabilisation initiale, ces passifs financiers sont ensuite \u00e9valu\u00e9s au co\u00fbt amorti selon la m\u00e9thode du taux d'int\u00e9r\u00eat effectif. Le co\u00fbt amorti du passif financier est ajust\u00e9 de mani\u00e8re \u00e0 refl\u00e9ter les flux de tr\u00e9sorerie contractuels r\u00e9els et les flux de tr\u00e9sorerie contractuels estim\u00e9s r\u00e9vis\u00e9s. L\u2019ajustement est comptabilis\u00e9 en r\u00e9sultat net \u00e0 titre de produit ou de charge. Cette cat\u00e9gorie comprend les dettes financi\u00e8res, les obligations locatives ainsi que les fournisseurs et autres cr\u00e9anciers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205902\">Les dettes envers les \u00e9tablissements de cr\u00e9dit, les dettes envers la client\u00e8le, les dettes repr\u00e9sent\u00e9es par un titre ainsi que les dettes locatives sont \u00e9valu\u00e9es au co\u00fbt amorti dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_581127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Autres actifs financiers et Dettes repr\u00e9sent\u00e9s par\u00a0un titre</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205940\"> Les cr\u00e9ances d\u00e9tenues en \"Autres actifs financiers\" correspondent aux cr\u00e9ances li\u00e9es aux titres acquis pour le compte de la client\u00e8le et dont le r\u00e8glement est diff\u00e9r\u00e9 (SRD). Les dettes li\u00e9es aux titres vendus sont quant \u00e0 elles pr\u00e9sent\u00e9es en \"Dettes repr\u00e9sent\u00e9es par un titre\". Ces cr\u00e9ances et ces dettes sont comptabilis\u00e9es selon les r\u00e8gles applicables respectivement aux actifs et aux passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_205988\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206021\">La juste valeur repr\u00e9sente le prix qui serait re\u00e7u pour la vente d\u2019un actif ou pay\u00e9 pour le transfert d\u2019un passif lors d\u2019une transaction normale entre des intervenants du march\u00e9 \u00e0 la date d\u2019\u00e9valuation. L\u2019\u00e9valuation d\u2019une juste valeur suppose que la transaction pour la vente de l\u2019actif ou le transfert du passif a lieu soit sur le march\u00e9 principal pour l\u2019actif ou le passif, soit en l\u2019absence de march\u00e9 principal, sur le march\u00e9 le plus avantageux pour l\u2019actif ou le passif.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206205\">Le Groupe \u00e9value la juste valeur d'un instrument financier en utilisant le prix cot\u00e9 sur un march\u00e9 actif pour cet instrument. Un march\u00e9 est consid\u00e9r\u00e9 comme \u00ab actif \u00bb si les transactions sur l\u2019actif ou le passif ont lieu avec une fr\u00e9quence et un volume suffisants pour fournir de fa\u00e7on continue de l\u2019information sur le prix. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206322\">S'il n'y a pas de prix cot\u00e9 sur un march\u00e9 actif, le Groupe utilise des techniques d\u2019\u00e9valuation appropri\u00e9es aux circonstances et pour lesquelles les donn\u00e9es sont disponibles en quantit\u00e9 suffisante pour \u00e9valuer la juste valeur, en maximisant l\u2019utilisation des donn\u00e9es d\u2019entr\u00e9e observables pertinentes et en minimisant celle des donn\u00e9es d\u2019entr\u00e9e non observables. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206431\">Le Groupe applique une hi\u00e9rarchie des justes valeurs qui classe selon trois niveaux les donn\u00e9es d\u2019entr\u00e9e des techniques d\u2019\u00e9valuation utilis\u00e9es pour d\u00e9terminer la juste valeur. Cette hi\u00e9rarchie place au plus haut niveau les cours (non ajust\u00e9s) sur des march\u00e9s actifs pour des actifs ou des passifs identiques (donn\u00e9es d\u2019entr\u00e9e de niveau 1), et au niveau le plus bas les donn\u00e9es d\u2019entr\u00e9e non observables (donn\u00e9es d\u2019entr\u00e9e de niveau\u00a03). </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598109\">Les niveaux retenus sont les suivants : </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206591\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) auquel le Groupe peut avoir acc\u00e8s, sur un march\u00e9 actif pour un instrument identique. C\u2019est notamment le cas pour certains instruments de capitaux propres et les emprunts obligataires dont la juste valeur repose sur les cours de cl\u00f4ture \u00e0 la bourse \u00e0 la date du bilan ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206709\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s. Il s\u2019agit de techniques d\u2019\u00e9valuation telles que l\u2019actualisation de flux de tr\u00e9sorerie, des mod\u00e8les de valorisation standard bas\u00e9s sur des param\u00e8tres de march\u00e9 de taux d\u2019int\u00e9r\u00eats, des courbes de rendement ou de taux de change, des avis de courtiers pour des instruments similaires et l\u2019utilisation de transactions comparables r\u00e9alis\u00e9es dans des conditions de concurrence normale. Par exemple, la juste valeur des contrats de change \u00e0 terme sur devises et des swaps de devises est d\u00e9termin\u00e9e en actualisant les flux de tr\u00e9sorerie futures estim\u00e9s. Certains instruments de capitaux propres sont \u00e9valu\u00e9s sur la base de multiple de valorisation ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_206970\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur un march\u00e9 comme par exemple une pr\u00e9vision financi\u00e8re \u00e9labor\u00e9e \u00e0 partir des donn\u00e9es internes de la soci\u00e9t\u00e9.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911123_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_580984\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs financiers</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_200035\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Comptabilisation et \u00e9valuation initiale</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200081\">En cas d\u2019achat ou de vente ordinaire d\u2019actifs financiers, la date de transaction est retenue pour la comptabilisation initiale et la d\u00e9-comptabilisation\u00a0subs\u00e9quente.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200320\">Les cr\u00e9ances sont initialement \u00e9valu\u00e9es \u00e0 leur prix de transaction Les autres actifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur, augment\u00e9e, dans le cas d'un actif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l'acquisition de cet actif financier.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_701930\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Classement et \u00e9valuation ult\u00e9rieure</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_200781\">Tous les actifs financiers comptabilis\u00e9s sont ult\u00e9rieurement \u00e9valu\u00e9s soit au co\u00fbt amorti, soit \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global, soit \u00e0 la juste valeur par le biais du r\u00e9sultat net, en fonction \u00e0 la fois :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_201127\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>du mod\u00e8le \u00e9conomique que suit l\u2019entit\u00e9 pour la gestion des actifs financiers. Un mod\u00e8le de gestion correspond \u00e0 la mani\u00e8re dont est g\u00e9r\u00e9 collectivement un groupe d\u2019actifs financiers pour g\u00e9n\u00e9rer des revenus. Son objectif est de traduire au mieux les pratiques de gestion des actifs concern\u00e9s. Il est identifi\u00e9 au sein du Groupe \u00e0 partir des faits objectifs qui peuvent \u00eatre observ\u00e9s comme l\u2019analyse de l\u2019organisation du m\u00e9tier, de ses syst\u00e8mes d\u2019information, de ses rapports internes, de son mode de suivi des risques, ou encore de ses d\u00e9cisions de gestion pass\u00e9es (historiques de cessions par exemple). Conform\u00e9ment \u00e0 la norme IFRS 9, trois types de mod\u00e8les de gestion peuvent s\u2019appliquer : </p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201358\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>u<span style=\"letter-spacing: -0.01em; \">n mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs (mod\u00e8le \u00ab Collecte \u00bb) ;</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201453\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs et effectuer des cessions (mod\u00e8le \u00ab Collecte et Vente \u00bb) ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201503\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le particulier aux autres actifs financiers, notamment ceux g\u00e9r\u00e9s \u00e0 des fins de\u00a0transaction ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.13vw; \"><p id=\"p_201541\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des caract\u00e9ristiques des flux de tr\u00e9sorerie contractuels de l\u2019actif financier. Elles sont appr\u00e9hend\u00e9es via le crit\u00e8re/test SPPI (Solely Payments of Principal and Interest). Pour \u00e9valuer si les flux de tr\u00e9sorerie contractuels sont uniquement des paiements de principal et d'int\u00e9r\u00eats, il faut consid\u00e9rer les termes contractuels de l'instrument et analyser tout \u00e9l\u00e9ment qui pourrait remettre en cause la repr\u00e9sentation exclusive de la valeur temps de l\u2019argent et du risque de cr\u00e9dit.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_569362\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_201749\">Un actif financier est \u00e9valu\u00e9 au co\u00fbt amorti si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est de d\u00e9tenir des actifs financiers afin d\u2019en percevoir les flux de tr\u00e9sorerie contractuels et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202327\">Le co\u00fbt amorti d\u2019un actif financier est la valeur qui lui est attribu\u00e9e lors de sa comptabilisation initiale, diminu\u00e9e des remboursements en principal, major\u00e9e ou diminu\u00e9e de l\u2019amortissement cumul\u00e9, calcul\u00e9 par la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif, de toute diff\u00e9rence entre cette valeur initiale et la valeur \u00e0 l\u2019\u00e9ch\u00e9ance et ajust\u00e9e au titre de la correction de valeur pour pertes, le cas \u00e9ch\u00e9ant. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202836\">Le taux d'int\u00e9r\u00eat effectif est le taux qui actualise les futures entr\u00e9es de tr\u00e9sorerie, estim\u00e9es sur la dur\u00e9e de vie attendue d\u2019un actif, de mani\u00e8re \u00e0 obtenir exactement la valeur comptable brute de l\u2019actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203117\">Les pr\u00eats et cr\u00e9ances sur la client\u00e8le et sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s sont \u00e9valu\u00e9s au co\u00fbt amorti en utilisant la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif d\u00e9duction faite d\u2019\u00e9ventuelles pertes de valeur.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_203402\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203562\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est atteint \u00e0 la fois par la perception de flux de tr\u00e9sorerie contractuels et par la vente d\u2019actifs financiers et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_597657\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers d\u00e9sign\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_204361\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.01em; \">Lors de la comptabilisation initiale, le Groupe peut faire le choix irr\u00e9vocable de pr\u00e9senter dans les autres \u00e9l\u00e9ments du r\u00e9sultat global les variations ult\u00e9rieures de la juste valeur d\u2019un placement dans un instrument de capitaux propres, qui n\u2019est ni d\u00e9tenu \u00e0 des fins de transaction ni une contrepartie \u00e9ventuelle comptabilis\u00e9e par un acqu\u00e9reur dans un regroupement d\u2019entreprises. Les dividendes re\u00e7us sur ces placements sont enregistr\u00e9s dans le compte de r\u00e9sultat. Lorsque ces instruments de capitaux propres sont c\u00e9d\u00e9s, le montant des variations cumul\u00e9es nettes de juste valeur jusqu\u2019au moment de leur cession est reclass\u00e9 au b\u00e9n\u00e9fice au bilan dans les capitaux\u00a0propres.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205183\">Aucun actif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_205195\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205278\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, \u00e0 moins qu\u2019il ne soit \u00e9valu\u00e9 au co\u00fbt amorti ou \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205359\">Les autres instruments de capitaux propres sont \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net tout comme les instruments financiers d\u00e9riv\u00e9s sauf si l\u2019instrument d\u00e9riv\u00e9 est d\u00e9sign\u00e9 comme instrument de couverture efficace.</p></div>\n<div class=\"Normal\"><p id=\"p_656734\"><img alt=\"image\" 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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586676\"></p></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571528\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Passifs financiers</h5></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205783\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Comptabilisation et \u00e9valuation initiale</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205795\">Les passifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur diminu\u00e9e, dans le cas d'un passif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l\u2019\u00e9mission de ce passif financier. </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205801\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Classement et \u00e9valuation ult\u00e9rieure</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205813\">Apr\u00e8s la comptabilisation initiale, les passifs financiers sont class\u00e9s en deux cat\u00e9gories :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_205819\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205834\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205848\"><span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205862\">Les passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net incluent les passifs financiers d\u00e9tenus \u00e0 des fins de transaction et passifs d\u00e9sign\u00e9s lors de la comptabilisation initiale comme \u00e9tant \u00e0 la juste valeur par le biais du compte de r\u00e9sultat. L'\u00e9valuation ult\u00e9rieure de ces passifs est effectu\u00e9e \u00e0 la juste valeur. Cette cat\u00e9gorie comprend les instruments financiers d\u00e9riv\u00e9s conclus par le Groupe qui ne sont pas d\u00e9sign\u00e9s comme instruments de couverture dans des relations de couverture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205869\">Aucun passif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le r\u00e9sultat net dans les comptes consolid\u00e9s du\u00a0groupe.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205886\">\u00a0<span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers au co\u00fbt amorti</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205895\">Apr\u00e8s la comptabilisation initiale, ces passifs financiers sont ensuite \u00e9valu\u00e9s au co\u00fbt amorti selon la m\u00e9thode du taux d'int\u00e9r\u00eat effectif. Le co\u00fbt amorti du passif financier est ajust\u00e9 de mani\u00e8re \u00e0 refl\u00e9ter les flux de tr\u00e9sorerie contractuels r\u00e9els et les flux de tr\u00e9sorerie contractuels estim\u00e9s r\u00e9vis\u00e9s. L\u2019ajustement est comptabilis\u00e9 en r\u00e9sultat net \u00e0 titre de produit ou de charge. Cette cat\u00e9gorie comprend les dettes financi\u00e8res, les obligations locatives ainsi que les fournisseurs et autres cr\u00e9anciers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205902\">Les dettes envers les \u00e9tablissements de cr\u00e9dit, les dettes envers la client\u00e8le, les dettes repr\u00e9sent\u00e9es par un titre ainsi que les dettes locatives sont \u00e9valu\u00e9es au co\u00fbt amorti dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_581127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Autres actifs financiers et Dettes repr\u00e9sent\u00e9s par\u00a0un titre</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205940\"> Les cr\u00e9ances d\u00e9tenues en \"Autres actifs financiers\" correspondent aux cr\u00e9ances li\u00e9es aux titres acquis pour le compte de la client\u00e8le et dont le r\u00e8glement est diff\u00e9r\u00e9 (SRD). Les dettes li\u00e9es aux titres vendus sont quant \u00e0 elles pr\u00e9sent\u00e9es en \"Dettes repr\u00e9sent\u00e9es par un titre\". Ces cr\u00e9ances et ces dettes sont comptabilis\u00e9es selon les r\u00e8gles applicables respectivement aux actifs et aux passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_205988\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206021\">La juste valeur repr\u00e9sente le prix qui serait re\u00e7u pour la vente d\u2019un actif ou pay\u00e9 pour le transfert d\u2019un passif lors d\u2019une transaction normale entre des intervenants du march\u00e9 \u00e0 la date d\u2019\u00e9valuation. L\u2019\u00e9valuation d\u2019une juste valeur suppose que la transaction pour la vente de l\u2019actif ou le transfert du passif a lieu soit sur le march\u00e9 principal pour l\u2019actif ou le passif, soit en l\u2019absence de march\u00e9 principal, sur le march\u00e9 le plus avantageux pour l\u2019actif ou le passif.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206205\">Le Groupe \u00e9value la juste valeur d'un instrument financier en utilisant le prix cot\u00e9 sur un march\u00e9 actif pour cet instrument. Un march\u00e9 est consid\u00e9r\u00e9 comme \u00ab actif \u00bb si les transactions sur l\u2019actif ou le passif ont lieu avec une fr\u00e9quence et un volume suffisants pour fournir de fa\u00e7on continue de l\u2019information sur le prix. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206322\">S'il n'y a pas de prix cot\u00e9 sur un march\u00e9 actif, le Groupe utilise des techniques d\u2019\u00e9valuation appropri\u00e9es aux circonstances et pour lesquelles les donn\u00e9es sont disponibles en quantit\u00e9 suffisante pour \u00e9valuer la juste valeur, en maximisant l\u2019utilisation des donn\u00e9es d\u2019entr\u00e9e observables pertinentes et en minimisant celle des donn\u00e9es d\u2019entr\u00e9e non observables. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206431\">Le Groupe applique une hi\u00e9rarchie des justes valeurs qui classe selon trois niveaux les donn\u00e9es d\u2019entr\u00e9e des techniques d\u2019\u00e9valuation utilis\u00e9es pour d\u00e9terminer la juste valeur. Cette hi\u00e9rarchie place au plus haut niveau les cours (non ajust\u00e9s) sur des march\u00e9s actifs pour des actifs ou des passifs identiques (donn\u00e9es d\u2019entr\u00e9e de niveau 1), et au niveau le plus bas les donn\u00e9es d\u2019entr\u00e9e non observables (donn\u00e9es d\u2019entr\u00e9e de niveau\u00a03). </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598109\">Les niveaux retenus sont les suivants : </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206591\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) auquel le Groupe peut avoir acc\u00e8s, sur un march\u00e9 actif pour un instrument identique. C\u2019est notamment le cas pour certains instruments de capitaux propres et les emprunts obligataires dont la juste valeur repose sur les cours de cl\u00f4ture \u00e0 la bourse \u00e0 la date du bilan ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206709\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s. Il s\u2019agit de techniques d\u2019\u00e9valuation telles que l\u2019actualisation de flux de tr\u00e9sorerie, des mod\u00e8les de valorisation standard bas\u00e9s sur des param\u00e8tres de march\u00e9 de taux d\u2019int\u00e9r\u00eats, des courbes de rendement ou de taux de change, des avis de courtiers pour des instruments similaires et l\u2019utilisation de transactions comparables r\u00e9alis\u00e9es dans des conditions de concurrence normale. Par exemple, la juste valeur des contrats de change \u00e0 terme sur devises et des swaps de devises est d\u00e9termin\u00e9e en actualisant les flux de tr\u00e9sorerie futures estim\u00e9s. Certains instruments de capitaux propres sont \u00e9valu\u00e9s sur la base de multiple de valorisation ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_206970\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur un march\u00e9 comme par exemple une pr\u00e9vision financi\u00e8re \u00e9labor\u00e9e \u00e0 partir des donn\u00e9es internes de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Title3\" style=\"text-indent: -6.61vw; padding-left: 6.61vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581334\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.4</span></span>Actifs financiers \u00e0 la juste valeur par le r\u00e9sultat</h3></div>\n<div class=\"Normal\"><p id=\"p_219951\">Au 31 d\u00e9cembre 2024, ce poste est principalement compos\u00e9 du placement d\u2019une partie de la tr\u00e9sorerie propre du groupe en bons \u00e0 moyen terme n\u00e9gociables \u00e9mis par un \u00e9tablissement appartenant \u00e0 un grand groupe bancaire\u00a0fran\u00e7ais.</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_220284\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220297\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220307\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_220318\">Actifs financiers \u00e0 la JV par le r\u00e9sultat</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220342\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220356\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_220370\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220383\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220398\">5\u00a0016</p></div>\n</td>\n</tr>\n</tbody></table>\nAUTRES ACTIFS FINANCIERS\" ET \"DETTES REPR\u00e9SENT\u00e9ES PAR\u00a0UN\u00a0TITRE\"<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_221234\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221248\" style=\"text-align: center; \">Actif</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221275\" style=\"text-align: center; \">Passif</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221308\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221326\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221335\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221345\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221356\">Autres actifs financiers\u00a0(Actif) / Dettes repr\u00e9sent\u00e9es par un titre (Passif)</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221385\">53\u00a0919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221400\">68\u00a0735</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221412\">4\u00a0655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221426\">6\u00a0611</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_221440\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_221450\">53\u00a0919</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_221465\">68\u00a0735</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_221477\">4\u00a0655</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_221491\">6\u00a0611</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_221522\">Ces postes sont associ\u00e9s \u00e0 l\u2019activit\u00e9 de r\u00e8glement diff\u00e9r\u00e9 des clients de Bourse Direct. ll s'agit de cr\u00e9ances ou dettes li\u00e9es aux titres acquis ou vendus pour le compte de la client\u00e8le de Bourse Direct et dont le r\u00e8glement est diff\u00e9r\u00e9 \u00e0 la liquidation sauf option de report du client. Les op\u00e9rations sont pr\u00e9sent\u00e9es de fa\u00e7on d\u00e9compens\u00e9e selon qu\u2019elles sont acheteuses ou vendeuses. </p></div>\n<div class=\"Title3\" style=\"text-indent: -6.38vw; padding-left: 6.38vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572695\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.7</span></span>CR\u00e9ANCES ET DETTES SUR LES \u00e9TABLISSEMENTS DE CR\u00e9DIT</h3></div>\n<div class=\"Normal\"><p id=\"p_221749\">Les comptes de banque et de caisse s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_221818\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221832\" style=\"text-align: center; \">Cr\u00e9ances</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221861\" style=\"text-align: center; \">Dettes</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221897\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221915\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221924\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221934\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221945\">Caisse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221954\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221964\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221974\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221984\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221994\">Banques centrales, CCP</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222007\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222017\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222027\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222037\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222047\">Effets publics et valeurs assimil\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222064\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222074\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222084\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222094\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222104\">Comptes ordinaires \u00e0 vue</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222119\">67 009 </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222135\">158\u00a0317</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222147\">4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222158\">39</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222169\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222184\">19\u00a0315</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222199\">19\u00a0396</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222211\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222220\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222230\">Cr\u00e9ances et dettes \u00e0 terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222247\">970\u00a0388</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222263\">982\u00a0220</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222275\">39062</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222290\">56452</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222305\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222320\">32\u00a0038</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222335\">31\u00a0651</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222347\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222356\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_222366\">TOTAL</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222376\">1\u00a0037 397</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222394\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222408\">39\u00a0066</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222423\">56\u00a0491</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222455\">Ces actifs et passifs, \u00e9tant des liquidit\u00e9s \u00e0 court terme, sont comptabilis\u00e9s au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222588\">Bourse Direct place les fonds d\u00e9pos\u00e9s par sa client\u00e8le principalement sur des comptes \u00e0 terme, dans le cadre de ses obligations r\u00e9glementaires sur le cantonnement des actifs de la client\u00e8le des entreprises d\u2019investissement.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_581476\">La tr\u00e9sorerie du groupe, qui s\u2019\u00e9l\u00e8ve au 31\u00a0d\u00e9cembre 2024 \u00e0 56 353 k\u20ac est pr\u00e9sent\u00e9e dans cette rubrique et en Actifs financiers en juste valeur par le r\u00e9sultat (cf. note\u00a04.2.4).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_223140\">Les dettes \u00e0 terme d\u2019un montant de 39 066 k\u20ac  sont li\u00e9es au financement des positions diff\u00e9r\u00e9es (SRD et ROR) de la client\u00e8le de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Normal\"><p id=\"p_223361\">Ces cr\u00e9ances et dettes ont une \u00e9ch\u00e9ance inf\u00e9rieure \u00e0 un an.</p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_656788\"><img alt=\"image\" 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\" style=\" width:69.89vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581704\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.8</span></span>Pr\u00eats et cr\u00e9ances sur la client\u00e8le et dettes envers\u00a0la\u00a0client\u00e8le</h3></div>\n<div class=\"Normal\"><p id=\"p_223514\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.56vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_223630\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_223643\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_223654\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223665\">Actifs</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223679\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223689\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223699\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223717\">1\u00a0031</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223731\">1\u00a0253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223745\">Cr\u00e9ances clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223757\">20\u00a0325</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223772\">24\u00a0627</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223786\">Dont Cr\u00e9ances clients douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223825\">671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223836\">442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223850\">D\u00e9pr\u00e9ciation de cr\u00e9ances douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223866\">-671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223879\">-442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_223892\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_223906\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_223921\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223936\">Passif</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223950\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223960\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223970\">Comptes courants vis-\u00e0-vis de soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223990\">333</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224002\">443</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224014\">Clients de la soci\u00e9t\u00e9 de bourse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224034\">39</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224045\">57</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224056\">Avoirs de la client\u00e8le <span style=\"font-size: 0.71vw; line-height: 1.09vw; \">(1)</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224076\">1\u00a0002\u00a0117</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224094\">1\u00a0119\u00a0960</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224112\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224125\">1\u00a0002\u00a0489</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224143\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224178\"><span style=\"font-size: 0.92vw; line-height: 1.37vw; \">(1) Ce poste est compos\u00e9 des d\u00e9p\u00f4ts clients \u00e0 vue et des PEA</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_224189\"><span style=\"word-spacing: -0.0520em; \">Ces cr\u00e9ances et ces dettes ont une \u00e9ch\u00e9ance de moins d\u2019un an exception faite de cr\u00e9ances clients d\u2019un montant total de 671 k\u20ac euros au 31\u00a0d\u00e9cembre 2024. Ces cr\u00e9ances clients \u00e0 plus d\u2019un an sont consid\u00e9r\u00e9es comme en d\u00e9faut et font l\u2019objet d\u2019une d\u00e9pr\u00e9ciation \u00e0 100 % pour la part non couverte par les garanties obtenues par la soci\u00e9t\u00e9 lorsqu\u2019une esp\u00e9rance de recouvrement existe ; dans le cas contraire, ces cr\u00e9ances sont pass\u00e9es en perte (cf. note 4.2.25).</span></p></div>\n<div class=\"Title3\" style=\"text-indent: -7.15vw; padding-left: 7.15vw; margin-bottom: 2.12vw; \"><h3 id=\"p_250651\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.21</span></span>CO\u00fbT DU RISQUE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250686\">Ce poste d\u2019un montant de -228 k\u20ac en 2024, contre  -141 k\u20ac en 2023, est principalement constitu\u00e9 de dotations et de reprises de d\u00e9pr\u00e9ciation de cr\u00e9ances de clients.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_256588\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de cr\u00e9dit</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_256613\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Exposition au risque de cr\u00e9dit</h6></div>\n<div class=\"Normal\"><p id=\"p_256629\">La valeur comptable des actifs financiers repr\u00e9sente l\u2019exposition maximale du Groupe au risque de cr\u00e9dit. L\u2019exposition au risque de cr\u00e9dit se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_256862\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_256876\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_256887\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256898\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256938\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_256948\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256958\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256992\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257006\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257020\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257034\">53\u00a0919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257049\">68\u00a0735</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257064\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257098\">1\u00a0037 397</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257116\">1\u00a0140\u00a0537</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257134\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257160\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257175\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_257190\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_257204\">1\u00a0117 024</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_257222\">1\u00a0239\u00a0726</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre7NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_583250\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.20vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Pertes de cr\u00e9dit attendues</p></div>\n<div class=\"Normal\"><p id=\"p_257271\">L\u2019\u00e9ch\u00e9ancier des diff\u00e9rentes cr\u00e9ances ainsi que les pertes de cr\u00e9dit attendues se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 45.49%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_257438\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 27.26%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257453\" style=\"text-align: center; \">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 27.26%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257477\" style=\"text-align: center; \">2023</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257509\">Valeur brute</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257521\">Pertes de cr\u00e9dit attendues</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257537\">Valeur brute</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257549\">Pertes de cr\u00e9dit attendues</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257565\">Cr\u00e9ances non arri\u00e9r\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388222\">1 111 701</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388228\">-371</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388126\">1\u00a0234\u00a0268</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388131\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257635\">Moins de 30 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388234\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388240\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388136\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388141\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257693\">Entre 31 et 60 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390244\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390248\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_388146\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_388150\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257754\">Entre 61 et 90 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388246\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388252\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388154\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388159\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257814\">Entre 91 et 180 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388258\">1</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388264\">-1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388164\">155</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388169\">-155</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257880\">Plus de 180 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388270\">299</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388276\">-299</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388174\">287</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388179\">-287</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_257944\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388282\">1 114 331</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388288\">-671</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388184\">1\u00a0234\u00a0710</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388189\">-442</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_258032\"><span style=\"letter-spacing: -0.01em; \">A la suite de l\u2019adoption de la norme IFRS 9 Instruments financiers, le Groupe applique une m\u00e9thode simplifi\u00e9e pour mesurer les pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie des diff\u00e9rentes cr\u00e9ances</span> (cr\u00e9ances clients, cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit ainsi que les cr\u00e9ances comptabilis\u00e9es sous la rubrique \"Autres actifs financiers\")<span style=\"letter-spacing: -0.01em; \">. Une analyse est effectu\u00e9e par les soci\u00e9t\u00e9s du Groupe sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture.</span></p></div>\n<div class=\"Normal\"><p id=\"p_258816\">Le mouvement de la d\u00e9pr\u00e9ciation pour pertes de valeur attendues sur les cr\u00e9ances clients et comptes rattach\u00e9s au cours de la p\u00e9riode se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_259076\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_259090\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259101\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259112\">D\u00e9pr\u00e9ciation au 1<span class=\"sup\">er</span> janvier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259131\">-442</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259144\">-301</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259157\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259171\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259181\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259191\">Dotation de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259205\">-229</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259218\">-148</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259230\">Reprise utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259242\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259252\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259262\">Reprise non utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259274\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259284\">7</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259295\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259309\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259319\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_259329\">D\u00e9pr\u00e9ciation au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_259349\">-671</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_259362\">-442</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_575602\"></p></div>\n</div></div><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_575617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de liquidit\u00e9</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_259448\">Les \u00e9ch\u00e9ances contractuelles r\u00e9siduelles des passifs financiers incluant le montant estimatif des paiements d\u2019int\u00e9r\u00eats se pr\u00e9sentent comme suit :</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_540948\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2024</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 30.35%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_259665\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 15.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259675\">A moins de 3 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259693\">De 3 \u00e0 6 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.51%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259711\">De 6 \u00e0 12 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259729\">De 1 \u00e0 5 ans</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259747\">A plus de 5 ans</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 8.08%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_259765\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259775\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388427\">4 655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259824\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259834\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259844\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259854\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388475\">4 655</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259878\">Comptes de n\u00e9gociation et de r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388433\">14 930</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259932\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259941\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259950\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259959\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388481\">14 930</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259983\"><span style=\"word-spacing: -0.0520em; \">Dettes envers les \u00e9tablissements de cr\u00e9dit</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388439\">39 066</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260048\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260058\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260068\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260078\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388487\">39 066</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260103\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388445\">1 002 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260156\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260165\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260175\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260185\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388493\">1 002 489</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260213\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388451\">224</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388349\">225</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388355\">452</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388361\">2 331</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388367\">325</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388499\">3 558</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260308\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.02em; \">Comptes de r\u00e9gularisation et autres passifs</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388457\">20 263</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260367\">2\u00a0327</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260381\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260391\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260401\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388505\">22 590</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_260426\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388463\">1 081 627</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388391\">2 552</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388397\">452</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388403\">2 331</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388409\">325</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388511\">1 087 288</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_260554\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 30.35%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_260611\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 15.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260620\">A moins de 3 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260638\">De 3 \u00e0 6 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.51%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260656\">De 6 \u00e0 12 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260674\">De 1 \u00e0 5 ans</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260692\">A plus de 5 ans</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 8.08%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_260710\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260720\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260755\">6\u00a0611</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260769\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260779\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260789\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260799\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_260809\">6\u00a0611</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260823\">Comptes de n\u00e9gociation et de r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260862\">15\u00a0134</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260877\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260886\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260895\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260904\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_260913\">15\u00a0134</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260928\"><span style=\"word-spacing: -0.0520em; \">Dettes envers les \u00e9tablissements de cr\u00e9dit</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260978\">56\u00a0491</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260993\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261003\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261013\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261023\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261033\">56\u00a0491</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261048\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261083\">1\u00a0120\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_261101\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261111\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261121\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261131\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261141\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261159\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261178\">219</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261190\">219</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261202\">437</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261214\">3\u00a0129</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261228\">112</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261238\">4\u00a0116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261252\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.02em; \">Comptes de r\u00e9gularisation et autres passifs</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261296\">20\u00a0823</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261311\">2\u00a0090</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261321\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261331\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261341\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261351\">22\u00a0913</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_261364\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261381\">1\u00a0219\u00a0738</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261399\">2\u00a0309</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261409\">437</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261421\">3\u00a0129</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261433\">112</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_261444\">1\u00a0225\u00a0725</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_261477\">En l'absence d'\u00e9l\u00e9ments contractuels et au regard de la nature des passifs concern\u00e9s, les \u00e9ch\u00e9ances sont pr\u00e9sent\u00e9es dans la tranche \"A moins de 3 mois\".</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_261500\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de change</h5></div>\n<div class=\"Normal\"><p id=\"p_261530\">Bourse Direct est tr\u00e8s peu expos\u00e9e au risque de change en raison de son tr\u00e8s faible positionnement hors France et de la nature de la client\u00e8le du groupe </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_591469\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591474\">USD</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591479\">GBP</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591484\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591489\">CHF</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591494\">Autres</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591499\">Devises fonctionnelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591504\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591509\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591514\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591519\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591524\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591529\">USD</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591534\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591539\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591544\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591549\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591554\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591559\">GBP</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591564\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591569\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591574\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591579\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591584\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591589\">EUR</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591594\">-47</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591599\">1 033</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591604\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591608\">607</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591613\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591618\">CHF</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591623\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591628\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591633\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591638\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591643\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591648\">Autres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591653\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591658\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591663\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591668\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591673\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591678\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591682\">-47</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591687\">1 033</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591692\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591696\">607</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591701\">-3</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_591714\"></p></div>\n</div></div><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_540964\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de taux d\u2019int\u00e9r\u00eats</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_261826\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Profil</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_261834\">Bourse Direct est tr\u00e8s peu expos\u00e9e au risque de taux d\u2019int\u00e9r\u00eat global.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_261932\">La Soci\u00e9t\u00e9 n\u2019accorde aucun cr\u00e9dit \u00e0 sa client\u00e8le exception faite pour les op\u00e9rations de r\u00e8glement diff\u00e9r\u00e9 des titres acquis par ses clients. Le financement du pr\u00eat / emprunt de titres s\u2019effectue sur la base des taux d\u2019int\u00e9r\u00eats. Le diff\u00e9rentiel de taux actuel ne fait pas courir de risques de taux \u00e0 Bourse Direct. La variation des taux d\u2019int\u00e9r\u00eats influe sur le niveau de PNB de la Soci\u00e9t\u00e9 dans le cadre de la gestion de la tr\u00e9sorerie. </p></div>\n<div class=\"Normal\"><p id=\"p_262546\">Au 31 d\u00e9cembre, le profil des instruments financiers portant int\u00e9r\u00eats se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_262715\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_262729\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_388864\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262751\">Actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389659\">918 596</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389665\">872 867</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262794\">Passifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389671\">3 558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389677\">4 116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_262834\">Instruments \u00e0 taux fixe (net)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389683\">915 038</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389689\">868 751</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262884\">Actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389695\">105 899</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389701\">254 031</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262930\">Passifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390252\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390256\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_262961\">Instruments \u00e0 taux variable (net)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389707\">105 899</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389713\">254 031</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_263016\">Total net</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389719\">1 020 937</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389725\">1 122 782</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_263085\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Analyse de sensibilit\u00e9 des flux de tr\u00e9sorerie pour les instruments \u00e0 taux variables</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_263117\">Les actifs et passifs financiers \u00e0 taux variables comprennent essentiellement de la tr\u00e9sorerie et \u00e9quivalents de tr\u00e9sorerie ainsi que des dettes financi\u00e8res. Les dettes financi\u00e8res \u00e9mises \u00e0 des taux variables exposent le Groupe aux risques de flux de tr\u00e9sorerie sur taux d\u2019int\u00e9r\u00eat.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_263455\">Au 31 d\u00e9cembre, une augmentation de 50 points de base des taux d\u2019int\u00e9r\u00eats aurait augment\u00e9 (diminu\u00e9) le r\u00e9sultat et les capitaux propres des montants pr\u00e9sent\u00e9s ci-apr\u00e8s. Cette analyse repose sur l\u2019hypoth\u00e8se que toutes les autres variables demeurent constantes et est effectu\u00e9e sur la m\u00eame base pour l\u2019ann\u00e9e pr\u00e9c\u00e9dente.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_575660\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2024</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_263880\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_263895\"><span style=\"font-family: 'Poppins-BOLD'; \">R\u00e9sultat</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_263908\"><span style=\"font-family: 'Poppins-BOLD'; \">Capitaux propres</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_263927\">Actifs financiers nets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_263942\">529</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_263957\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_263984\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_264023\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_264038\"><span style=\"font-family: 'Poppins-BOLD'; \">R\u00e9sultat</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_264051\"><span style=\"font-family: 'Poppins-BOLD'; \">Capitaux propres</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_264070\">Actifs financiers nets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_264085\">1\u00a0270</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_264100\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_264127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264167\">Le tableau suivant pr\u00e9sente la valeur comptable des actifs et passifs financiers ainsi que leur juste valeur selon le niveau hi\u00e9rarchique suivant :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264353\">Le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) sur un march\u00e9 actif pour un instrument identique.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264499\">Le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264741\">Le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur le march\u00e9.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_264951\">La juste valeur n\u2019est pas indiqu\u00e9e pour les postes dont la valeur comptable repr\u00e9sente une estimation raisonnable de leur juste valeur. Les m\u00e9thodes pour d\u00e9terminer les justes valeurs sont d\u00e9crites dans la section regroupant les principales m\u00e9thodes comptables.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_265274\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>31 d\u00e9cembre 2024</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_265359\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265375\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265388\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265446\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265458\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265470\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_265482\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265491\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265671\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265679\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265687\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265695\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265703\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265712\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du\u00a0r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389431\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390260\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389437\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390264\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389443\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265805\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390268\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390272\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390276\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390280\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390284\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265853\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390288\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390292\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390296\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390300\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390304\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266062\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389449\">1 037 397</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390308\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390312\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390316\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389455\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266151\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389461\">20 685</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389467\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266229\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389473\">53 919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390332\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390336\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390340\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389479\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266306\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390344\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390348\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390352\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390356\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390360\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_266355\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389485\">1 117 024</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389491\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389497\">5 023</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389503\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389509\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266435\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390372\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390376\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390380\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266483\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390384\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390388\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390392\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390396\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390400\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266696\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389515\">3 558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390404\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390408\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390412\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389521\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266759\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389527\">39 066</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390416\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390420\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390424\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389533\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266831\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389539\">1 002 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390428\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390432\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390436\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389545\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266902\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389551\">4 655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390440\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390444\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390448\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389557\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266990\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390452\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390456\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390460\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390464\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390468\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_267039\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389563\">1 049 768</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389569\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389575\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389581\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389587\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.13vw; \"><p id=\"p_267129\"></p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_267140\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_267209\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267225\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267238\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267296\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267308\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267320\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_267332\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267341\"><span style=\"white-space: pre-wrap; text-decoration: underline; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste </span><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267410\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267418\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267426\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267434\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267442\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267451\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389101\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389106\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389110\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389115\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389119\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267543\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389124\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389128\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389132\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389136\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389140\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267591\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389144\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389148\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389152\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389156\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389160\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267800\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389164\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389169\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389173\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389177\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389181\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267889\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389186\">25\u00a0438</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389191\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389195\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389199\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389203\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267967\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389208\">68\u00a0735</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389213\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389217\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389221\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389225\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268044\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389230\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389234\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389238\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389242\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389246\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268093\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389250\">1\u00a0239\u00a0726</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389255\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389260\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389265\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389270\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268172\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389275\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389279\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389283\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389287\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389291\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268220\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389295\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389299\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389303\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389307\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389311\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268433\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389315\">4\u00a0116</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389332\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268496\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389337\">56\u00a0491</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389342\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389346\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389350\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389354\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268568\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389359\">1\u00a0120\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389372\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389376\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268639\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389381\">6\u00a0611</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389386\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389390\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389394\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389398\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268727\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389403\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389407\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389411\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389415\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389419\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268776\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268793\">1\u00a0187\u00a0678</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268811\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268821\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268831\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_268841\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_268874\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialInstrumentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18944517846207906_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_580984\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs financiers</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_200035\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Comptabilisation et \u00e9valuation initiale</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200081\">En cas d\u2019achat ou de vente ordinaire d\u2019actifs financiers, la date de transaction est retenue pour la comptabilisation initiale et la d\u00e9-comptabilisation\u00a0subs\u00e9quente.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200320\">Les cr\u00e9ances sont initialement \u00e9valu\u00e9es \u00e0 leur prix de transaction Les autres actifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur, augment\u00e9e, dans le cas d'un actif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l'acquisition de cet actif financier.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_701930\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Classement et \u00e9valuation ult\u00e9rieure</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_200781\">Tous les actifs financiers comptabilis\u00e9s sont ult\u00e9rieurement \u00e9valu\u00e9s soit au co\u00fbt amorti, soit \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global, soit \u00e0 la juste valeur par le biais du r\u00e9sultat net, en fonction \u00e0 la fois :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_201127\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>du mod\u00e8le \u00e9conomique que suit l\u2019entit\u00e9 pour la gestion des actifs financiers. Un mod\u00e8le de gestion correspond \u00e0 la mani\u00e8re dont est g\u00e9r\u00e9 collectivement un groupe d\u2019actifs financiers pour g\u00e9n\u00e9rer des revenus. Son objectif est de traduire au mieux les pratiques de gestion des actifs concern\u00e9s. Il est identifi\u00e9 au sein du Groupe \u00e0 partir des faits objectifs qui peuvent \u00eatre observ\u00e9s comme l\u2019analyse de l\u2019organisation du m\u00e9tier, de ses syst\u00e8mes d\u2019information, de ses rapports internes, de son mode de suivi des risques, ou encore de ses d\u00e9cisions de gestion pass\u00e9es (historiques de cessions par exemple). Conform\u00e9ment \u00e0 la norme IFRS 9, trois types de mod\u00e8les de gestion peuvent s\u2019appliquer : </p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201358\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>u<span style=\"letter-spacing: -0.01em; \">n mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs (mod\u00e8le \u00ab Collecte \u00bb) ;</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201453\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le qui consiste \u00e0 collecter les flux contractuels des actifs et effectuer des cessions (mod\u00e8le \u00ab Collecte et Vente \u00bb) ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -3.93vw; padding-left: 3.93vw; margin-bottom: 0.71vw; \"><p id=\"p_201503\"><span style=\"text-indent: 0vw;  padding-left: 2.82vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>un mod\u00e8le particulier aux autres actifs financiers, notamment ceux g\u00e9r\u00e9s \u00e0 des fins de\u00a0transaction ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.13vw; \"><p id=\"p_201541\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des caract\u00e9ristiques des flux de tr\u00e9sorerie contractuels de l\u2019actif financier. Elles sont appr\u00e9hend\u00e9es via le crit\u00e8re/test SPPI (Solely Payments of Principal and Interest). Pour \u00e9valuer si les flux de tr\u00e9sorerie contractuels sont uniquement des paiements de principal et d'int\u00e9r\u00eats, il faut consid\u00e9rer les termes contractuels de l'instrument et analyser tout \u00e9l\u00e9ment qui pourrait remettre en cause la repr\u00e9sentation exclusive de la valeur temps de l\u2019argent et du risque de cr\u00e9dit.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_569362\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_201749\">Un actif financier est \u00e9valu\u00e9 au co\u00fbt amorti si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est de d\u00e9tenir des actifs financiers afin d\u2019en percevoir les flux de tr\u00e9sorerie contractuels et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202327\">Le co\u00fbt amorti d\u2019un actif financier est la valeur qui lui est attribu\u00e9e lors de sa comptabilisation initiale, diminu\u00e9e des remboursements en principal, major\u00e9e ou diminu\u00e9e de l\u2019amortissement cumul\u00e9, calcul\u00e9 par la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif, de toute diff\u00e9rence entre cette valeur initiale et la valeur \u00e0 l\u2019\u00e9ch\u00e9ance et ajust\u00e9e au titre de la correction de valeur pour pertes, le cas \u00e9ch\u00e9ant. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_202836\">Le taux d'int\u00e9r\u00eat effectif est le taux qui actualise les futures entr\u00e9es de tr\u00e9sorerie, estim\u00e9es sur la dur\u00e9e de vie attendue d\u2019un actif, de mani\u00e8re \u00e0 obtenir exactement la valeur comptable brute de l\u2019actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203117\">Les pr\u00eats et cr\u00e9ances sur la client\u00e8le et sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s sont \u00e9valu\u00e9s au co\u00fbt amorti en utilisant la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif d\u00e9duction faite d\u2019\u00e9ventuelles pertes de valeur.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_203402\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_203562\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global si la d\u00e9tention de l\u2019actif financier s\u2019inscrit dans un mod\u00e8le \u00e9conomique dont l\u2019objectif est atteint \u00e0 la fois par la perception de flux de tr\u00e9sorerie contractuels et par la vente d\u2019actifs financiers et que les conditions contractuelles de l\u2019actif financier donnent lieu, \u00e0 des dates sp\u00e9cifi\u00e9es, \u00e0 des flux de tr\u00e9sorerie qui correspondent uniquement \u00e0 des remboursements de principal et \u00e0 des versements d\u2019int\u00e9r\u00eats sur le principal restant d\u00fb.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_597657\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers d\u00e9sign\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_204361\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.01em; \">Lors de la comptabilisation initiale, le Groupe peut faire le choix irr\u00e9vocable de pr\u00e9senter dans les autres \u00e9l\u00e9ments du r\u00e9sultat global les variations ult\u00e9rieures de la juste valeur d\u2019un placement dans un instrument de capitaux propres, qui n\u2019est ni d\u00e9tenu \u00e0 des fins de transaction ni une contrepartie \u00e9ventuelle comptabilis\u00e9e par un acqu\u00e9reur dans un regroupement d\u2019entreprises. Les dividendes re\u00e7us sur ces placements sont enregistr\u00e9s dans le compte de r\u00e9sultat. Lorsque ces instruments de capitaux propres sont c\u00e9d\u00e9s, le montant des variations cumul\u00e9es nettes de juste valeur jusqu\u2019au moment de leur cession est reclass\u00e9 au b\u00e9n\u00e9fice au bilan dans les capitaux\u00a0propres.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205183\">Aucun actif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_205195\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net </h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205278\">Un actif financier est \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, \u00e0 moins qu\u2019il ne soit \u00e9valu\u00e9 au co\u00fbt amorti ou \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205359\">Les autres instruments de capitaux propres sont \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net tout comme les instruments financiers d\u00e9riv\u00e9s sauf si l\u2019instrument d\u00e9riv\u00e9 est d\u00e9sign\u00e9 comme instrument de couverture efficace.</p></div>\n<div class=\"Normal\"><p id=\"p_656734\"><img alt=\"image\" 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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586676\"></p></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_581127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Autres actifs financiers et Dettes repr\u00e9sent\u00e9s par\u00a0un titre</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205940\"> Les cr\u00e9ances d\u00e9tenues en \"Autres actifs financiers\" correspondent aux cr\u00e9ances li\u00e9es aux titres acquis pour le compte de la client\u00e8le et dont le r\u00e8glement est diff\u00e9r\u00e9 (SRD). Les dettes li\u00e9es aux titres vendus sont quant \u00e0 elles pr\u00e9sent\u00e9es en \"Dettes repr\u00e9sent\u00e9es par un titre\". Ces cr\u00e9ances et ces dettes sont comptabilis\u00e9es selon les r\u00e8gles applicables respectivement aux actifs et aux passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_205988\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206021\">La juste valeur repr\u00e9sente le prix qui serait re\u00e7u pour la vente d\u2019un actif ou pay\u00e9 pour le transfert d\u2019un passif lors d\u2019une transaction normale entre des intervenants du march\u00e9 \u00e0 la date d\u2019\u00e9valuation. L\u2019\u00e9valuation d\u2019une juste valeur suppose que la transaction pour la vente de l\u2019actif ou le transfert du passif a lieu soit sur le march\u00e9 principal pour l\u2019actif ou le passif, soit en l\u2019absence de march\u00e9 principal, sur le march\u00e9 le plus avantageux pour l\u2019actif ou le passif.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206205\">Le Groupe \u00e9value la juste valeur d'un instrument financier en utilisant le prix cot\u00e9 sur un march\u00e9 actif pour cet instrument. Un march\u00e9 est consid\u00e9r\u00e9 comme \u00ab actif \u00bb si les transactions sur l\u2019actif ou le passif ont lieu avec une fr\u00e9quence et un volume suffisants pour fournir de fa\u00e7on continue de l\u2019information sur le prix. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206322\">S'il n'y a pas de prix cot\u00e9 sur un march\u00e9 actif, le Groupe utilise des techniques d\u2019\u00e9valuation appropri\u00e9es aux circonstances et pour lesquelles les donn\u00e9es sont disponibles en quantit\u00e9 suffisante pour \u00e9valuer la juste valeur, en maximisant l\u2019utilisation des donn\u00e9es d\u2019entr\u00e9e observables pertinentes et en minimisant celle des donn\u00e9es d\u2019entr\u00e9e non observables. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206431\">Le Groupe applique une hi\u00e9rarchie des justes valeurs qui classe selon trois niveaux les donn\u00e9es d\u2019entr\u00e9e des techniques d\u2019\u00e9valuation utilis\u00e9es pour d\u00e9terminer la juste valeur. Cette hi\u00e9rarchie place au plus haut niveau les cours (non ajust\u00e9s) sur des march\u00e9s actifs pour des actifs ou des passifs identiques (donn\u00e9es d\u2019entr\u00e9e de niveau 1), et au niveau le plus bas les donn\u00e9es d\u2019entr\u00e9e non observables (donn\u00e9es d\u2019entr\u00e9e de niveau\u00a03). </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598109\">Les niveaux retenus sont les suivants : </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206591\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) auquel le Groupe peut avoir acc\u00e8s, sur un march\u00e9 actif pour un instrument identique. C\u2019est notamment le cas pour certains instruments de capitaux propres et les emprunts obligataires dont la juste valeur repose sur les cours de cl\u00f4ture \u00e0 la bourse \u00e0 la date du bilan ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206709\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s. Il s\u2019agit de techniques d\u2019\u00e9valuation telles que l\u2019actualisation de flux de tr\u00e9sorerie, des mod\u00e8les de valorisation standard bas\u00e9s sur des param\u00e8tres de march\u00e9 de taux d\u2019int\u00e9r\u00eats, des courbes de rendement ou de taux de change, des avis de courtiers pour des instruments similaires et l\u2019utilisation de transactions comparables r\u00e9alis\u00e9es dans des conditions de concurrence normale. Par exemple, la juste valeur des contrats de change \u00e0 terme sur devises et des swaps de devises est d\u00e9termin\u00e9e en actualisant les flux de tr\u00e9sorerie futures estim\u00e9s. Certains instruments de capitaux propres sont \u00e9valu\u00e9s sur la base de multiple de valorisation ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_206970\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur un march\u00e9 comme par exemple une pr\u00e9vision financi\u00e8re \u00e9labor\u00e9e \u00e0 partir des donn\u00e9es internes de la soci\u00e9t\u00e9.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19447405674434546_0_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_200035\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Comptabilisation et \u00e9valuation initiale</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_200081\">En cas d\u2019achat ou de vente ordinaire d\u2019actifs financiers, la date de transaction est retenue pour la comptabilisation initiale et la d\u00e9-comptabilisation\u00a0subs\u00e9quente.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDerecognitionOfFinancialInstrumentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911101_0": {
   "value": "<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205359\">Les autres instruments de capitaux propres sont \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net tout comme les instruments financiers d\u00e9riv\u00e9s sauf si l\u2019instrument d\u00e9riv\u00e9 est d\u00e9sign\u00e9 comme instrument de couverture efficace.</p></div>\n<div class=\"Normal\"><p id=\"p_656734\"><img alt=\"image\" 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\" 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   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDerivativeFinancialInstrumentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19445931195536688_0_0": {
   "value": "<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205359\">Les autres instruments de capitaux propres sont \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net tout comme les instruments financiers d\u00e9riv\u00e9s sauf si l\u2019instrument d\u00e9riv\u00e9 est d\u00e9sign\u00e9 comme instrument de couverture efficace.</p></div>\n<div class=\"Normal\"><p id=\"p_656734\"><img alt=\"image\" 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\" style=\" width:33.18vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586676\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDerivativeFinancialInstrumentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911088_0": {
   "value": "<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581704\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.8</span></span>Pr\u00eats et cr\u00e9ances sur la client\u00e8le et dettes envers\u00a0la\u00a0client\u00e8le</h3></div>\n<div class=\"Normal\"><p id=\"p_223514\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.56vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_223630\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_223643\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_223654\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223665\">Actifs</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223679\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223689\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223699\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223717\">1\u00a0031</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223731\">1\u00a0253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223745\">Cr\u00e9ances clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223757\">20\u00a0325</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223772\">24\u00a0627</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223786\">Dont Cr\u00e9ances clients douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223825\">671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223836\">442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223850\">D\u00e9pr\u00e9ciation de cr\u00e9ances douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223866\">-671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223879\">-442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_223892\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_223906\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_223921\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223936\">Passif</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223950\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223960\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223970\">Comptes courants vis-\u00e0-vis de soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223990\">333</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224002\">443</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224014\">Clients de la soci\u00e9t\u00e9 de bourse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224034\">39</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224045\">57</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224056\">Avoirs de la client\u00e8le <span style=\"font-size: 0.71vw; line-height: 1.09vw; \">(1)</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224076\">1\u00a0002\u00a0117</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224094\">1\u00a0119\u00a0960</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224112\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224125\">1\u00a0002\u00a0489</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224143\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224178\"><span style=\"font-size: 0.92vw; line-height: 1.37vw; \">(1) Ce poste est compos\u00e9 des d\u00e9p\u00f4ts clients \u00e0 vue et des PEA</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_224189\"><span style=\"word-spacing: -0.0520em; \">Ces cr\u00e9ances et ces dettes ont une \u00e9ch\u00e9ance de moins d\u2019un an exception faite de cr\u00e9ances clients d\u2019un montant total de 671 k\u20ac euros au 31\u00a0d\u00e9cembre 2024. Ces cr\u00e9ances clients \u00e0 plus d\u2019un an sont consid\u00e9r\u00e9es comme en d\u00e9faut et font l\u2019objet d\u2019une d\u00e9pr\u00e9ciation \u00e0 100 % pour la part non couverte par les garanties obtenues par la soci\u00e9t\u00e9 lorsqu\u2019une esp\u00e9rance de recouvrement existe ; dans le cas contraire, ces cr\u00e9ances sont pass\u00e9es en perte (cf. note 4.2.25).</span></p></div>\n<div class=\"Title3\" style=\"text-indent: -7.15vw; padding-left: 7.15vw; margin-bottom: 2.12vw; \"><h3 id=\"p_250651\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.21</span></span>CO\u00fbT DU RISQUE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250686\">Ce poste d\u2019un montant de -228 k\u20ac en 2024, contre  -141 k\u20ac en 2023, est principalement constitu\u00e9 de dotations et de reprises de d\u00e9pr\u00e9ciation de cr\u00e9ances de clients.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_256588\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de cr\u00e9dit</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_256613\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Exposition au risque de cr\u00e9dit</h6></div>\n<div class=\"Normal\"><p id=\"p_256629\">La valeur comptable des actifs financiers repr\u00e9sente l\u2019exposition maximale du Groupe au risque de cr\u00e9dit. L\u2019exposition au risque de cr\u00e9dit se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_256862\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_256876\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_256887\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256898\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256938\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_256948\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256958\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256992\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257006\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257020\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257034\">53\u00a0919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257049\">68\u00a0735</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257064\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257098\">1\u00a0037 397</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257116\">1\u00a0140\u00a0537</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257134\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257160\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257175\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_257190\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_257204\">1\u00a0117 024</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_257222\">1\u00a0239\u00a0726</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre7NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_583250\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.20vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Pertes de cr\u00e9dit attendues</p></div>\n<div class=\"Normal\"><p id=\"p_257271\">L\u2019\u00e9ch\u00e9ancier des diff\u00e9rentes cr\u00e9ances ainsi que les pertes de cr\u00e9dit attendues se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 45.49%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_257438\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 27.26%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257453\" style=\"text-align: center; \">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 27.26%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257477\" style=\"text-align: center; \">2023</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257509\">Valeur brute</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257521\">Pertes de cr\u00e9dit attendues</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257537\">Valeur brute</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257549\">Pertes de cr\u00e9dit attendues</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257565\">Cr\u00e9ances non arri\u00e9r\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388222\">1 111 701</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388228\">-371</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388126\">1\u00a0234\u00a0268</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388131\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257635\">Moins de 30 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388234\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388240\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388136\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388141\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257693\">Entre 31 et 60 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390244\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390248\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_388146\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_388150\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257754\">Entre 61 et 90 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388246\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388252\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388154\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388159\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257814\">Entre 91 et 180 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388258\">1</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388264\">-1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388164\">155</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388169\">-155</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257880\">Plus de 180 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388270\">299</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388276\">-299</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388174\">287</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388179\">-287</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_257944\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388282\">1 114 331</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388288\">-671</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388184\">1\u00a0234\u00a0710</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388189\">-442</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_258032\"><span style=\"letter-spacing: -0.01em; \">A la suite de l\u2019adoption de la norme IFRS 9 Instruments financiers, le Groupe applique une m\u00e9thode simplifi\u00e9e pour mesurer les pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie des diff\u00e9rentes cr\u00e9ances</span> (cr\u00e9ances clients, cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit ainsi que les cr\u00e9ances comptabilis\u00e9es sous la rubrique \"Autres actifs financiers\")<span style=\"letter-spacing: -0.01em; \">. Une analyse est effectu\u00e9e par les soci\u00e9t\u00e9s du Groupe sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture.</span></p></div>\n<div class=\"Normal\"><p id=\"p_258816\">Le mouvement de la d\u00e9pr\u00e9ciation pour pertes de valeur attendues sur les cr\u00e9ances clients et comptes rattach\u00e9s au cours de la p\u00e9riode se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_259076\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_259090\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259101\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259112\">D\u00e9pr\u00e9ciation au 1<span class=\"sup\">er</span> janvier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259131\">-442</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259144\">-301</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259157\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259171\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259181\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259191\">Dotation de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259205\">-229</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259218\">-148</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259230\">Reprise utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259242\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259252\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259262\">Reprise non utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259274\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259284\">7</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259295\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259309\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259319\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_259329\">D\u00e9pr\u00e9ciation au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_259349\">-671</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_259362\">-442</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_575602\"></p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCreditRiskExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911087_0": {
   "value": "<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581704\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.8</span></span>Pr\u00eats et cr\u00e9ances sur la client\u00e8le et dettes envers\u00a0la\u00a0client\u00e8le</h3></div>\n<div class=\"Normal\"><p id=\"p_223514\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.56vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_223630\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_223643\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_223654\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223665\">Actifs</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223679\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223689\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223699\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223717\">1\u00a0031</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223731\">1\u00a0253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223745\">Cr\u00e9ances clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223757\">20\u00a0325</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223772\">24\u00a0627</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223786\">Dont Cr\u00e9ances clients douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223825\">671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223836\">442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223850\">D\u00e9pr\u00e9ciation de cr\u00e9ances douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223866\">-671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223879\">-442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_223892\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_223906\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_223921\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223936\">Passif</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223950\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223960\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223970\">Comptes courants vis-\u00e0-vis de soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223990\">333</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224002\">443</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224014\">Clients de la soci\u00e9t\u00e9 de bourse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224034\">39</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224045\">57</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224056\">Avoirs de la client\u00e8le <span style=\"font-size: 0.71vw; line-height: 1.09vw; \">(1)</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224076\">1\u00a0002\u00a0117</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224094\">1\u00a0119\u00a0960</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224112\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224125\">1\u00a0002\u00a0489</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224143\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224178\"><span style=\"font-size: 0.92vw; line-height: 1.37vw; \">(1) Ce poste est compos\u00e9 des d\u00e9p\u00f4ts clients \u00e0 vue et des PEA</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_224189\"><span style=\"word-spacing: -0.0520em; \">Ces cr\u00e9ances et ces dettes ont une \u00e9ch\u00e9ance de moins d\u2019un an exception faite de cr\u00e9ances clients d\u2019un montant total de 671 k\u20ac euros au 31\u00a0d\u00e9cembre 2024. Ces cr\u00e9ances clients \u00e0 plus d\u2019un an sont consid\u00e9r\u00e9es comme en d\u00e9faut et font l\u2019objet d\u2019une d\u00e9pr\u00e9ciation \u00e0 100 % pour la part non couverte par les garanties obtenues par la soci\u00e9t\u00e9 lorsqu\u2019une esp\u00e9rance de recouvrement existe ; dans le cas contraire, ces cr\u00e9ances sont pass\u00e9es en perte (cf. note 4.2.25).</span></p></div>\n<div class=\"Title3\" style=\"text-indent: -7.15vw; padding-left: 7.15vw; margin-bottom: 2.12vw; \"><h3 id=\"p_250651\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.21</span></span>CO\u00fbT DU RISQUE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250686\">Ce poste d\u2019un montant de -228 k\u20ac en 2024, contre  -141 k\u20ac en 2023, est principalement constitu\u00e9 de dotations et de reprises de d\u00e9pr\u00e9ciation de cr\u00e9ances de clients.</p></div>\n<div class=\"Normal\"><p id=\"p_258816\">Le mouvement de la d\u00e9pr\u00e9ciation pour pertes de valeur attendues sur les cr\u00e9ances clients et comptes rattach\u00e9s au cours de la p\u00e9riode se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_259076\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_259090\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259101\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259112\">D\u00e9pr\u00e9ciation au 1<span class=\"sup\">er</span> janvier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259131\">-442</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259144\">-301</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259157\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259171\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259181\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259191\">Dotation de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259205\">-229</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259218\">-148</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259230\">Reprise utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259242\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259252\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259262\">Reprise non utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259274\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259284\">7</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259295\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259309\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259319\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_259329\">D\u00e9pr\u00e9ciation au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_259349\">-671</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_259362\">-442</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_575602\"></p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAllowanceForCreditLossesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17090851284641293_0_0": {
   "value": "<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_570653\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>D\u00e9pr\u00e9ciation des actifs financiers</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205677\">La perte de valeur d\u2019un actif financier \u00e9valu\u00e9 au co\u00fbt amorti est calcul\u00e9e suivant le mod\u00e8le des pertes de cr\u00e9dit attendues. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205683\">\u00a0Pour les cr\u00e9ances de courtage, la correction de valeur pour pertes est \u00e9valu\u00e9e au montant des pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie de la cr\u00e9ance selon une approche simplifi\u00e9e. Une analyse est effectu\u00e9e sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances clients en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture. Pour tous les autres instruments financiers, le Groupe comptabilise un montant correspondant aux pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie de l\u2019instrument si le risque de cr\u00e9dit a augment\u00e9 de mani\u00e8re importante depuis la comptabilisation initiale.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205691\">Si le risque de cr\u00e9dit sur l'instrument financier n\u2019a pas augment\u00e9 de fa\u00e7on importante depuis la comptabilisation initiale, le Groupe \u00e9value la correction de valeur pour pertes de cet instrument financier au montant des pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205697\">\u00a0Les pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie repr\u00e9sentent les pertes de cr\u00e9dit attendues de la totalit\u00e9 des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet au cours de sa dur\u00e9e de vie\u00a0attendue.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205703\">Les pertes de cr\u00e9dit attendues pour les 12 mois \u00e0 venir repr\u00e9sentent une portion des pertes de cr\u00e9dit attendues pour la dur\u00e9e de vie et s\u2019\u00e9l\u00e8vent aux pertes de cr\u00e9dit attendues des cas de d\u00e9faillance dont un instrument financier peut faire l\u2019objet dans les 12 mois suivant la date de cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205709\">Pour \u00e9valuer si le risque de cr\u00e9dit sur un instrument financier a augment\u00e9 significativement depuis la comptabilisation initiale, le Groupe compare le risque de d\u00e9faillance de la contrepartie \u00e0 la date de cl\u00f4ture avec le risque de d\u00e9faillance de la contrepartie \u00e0 la date de la comptabilisation initiale. Pour porter son appr\u00e9ciation, le Groupe tient compte des informations raisonnables et justifiables qu\u2019il est possible d\u2019obtenir sans devoir engager des co\u00fbts ou des efforts d\u00e9raisonnables, telles qu\u2019une modification de la notation de cr\u00e9dit de l\u2019instrument financier.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598095\">Un actif financier est d\u00e9pr\u00e9ci\u00e9 lorsque se sont produits un ou plusieurs \u00e9v\u00e9nements qui ont un effet n\u00e9faste sur les flux de tr\u00e9sorerie futurs estim\u00e9s de cet actif\u00a0financier.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205727\">Le Groupe consid\u00e8re qu'un actif financier est en d\u00e9faut lorsqu\u2019il est peu probable que la contrepartie paie ses obligations de cr\u00e9dit envers le Groupe int\u00e9gralement, sans recours par le Groupe \u00e0 des actions telles que la r\u00e9alisation des actifs re\u00e7us en garantie.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205733\">La p\u00e9riode maximale consid\u00e9r\u00e9e lors de l'estimation des pertes de cr\u00e9dit attendue est la dur\u00e9e contractuelle maximale sur laquelle le Groupe est expos\u00e9 au risque de cr\u00e9dit.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205739\">Les pertes de cr\u00e9dit repr\u00e9sentent la diff\u00e9rence entre le total des flux de tr\u00e9sorerie qui sont dus \u00e0 au Groupe selon les termes d\u2019un contrat et le total des flux de tr\u00e9sorerie que le Groupe s\u2019attend \u00e0 recevoir, actualis\u00e9e au taux d\u2019int\u00e9r\u00eat effectif initial. Les flux de tr\u00e9sorerie pris en consid\u00e9ration comprennent les rentr\u00e9es provenant de la vente d\u2019actifs re\u00e7us en garantie. L\u2019\u00e9valuation des pertes de cr\u00e9dit attendues est fonction de la probabilit\u00e9 de d\u00e9faillance, de la perte en cas de d\u00e9faillance et de l'exposition en cas de d\u00e9faillance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205745\">La valeur comptable de l\u2019actif est r\u00e9duite via l\u2019utilisation d\u2019un compte de correction de valeur. Le Groupe r\u00e9duit directement la valeur comptable brute d\u2019un actif financier lorsqu\u2019il n\u2019a pas d\u2019attente raisonnable de recouvrement \u00e0 l\u2019\u00e9gard de la totalit\u00e9 ou d\u2019une partie de cet actif financier.</p></div>\n<div class=\"Normal\"><p id=\"p_205751\">Les pertes de valeur sont comptabilis\u00e9es au compte de r\u00e9sultat sous \u00ab\u00a0Autres charges d\u2019exploitation\u00a0\u00bb. </p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586688\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForImpairmentOfFinancialAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24490407517365629_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571528\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Passifs financiers</h5></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205783\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Comptabilisation et \u00e9valuation initiale</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205795\">Les passifs financiers sont initialement \u00e9valu\u00e9s \u00e0 leur juste valeur diminu\u00e9e, dans le cas d'un passif financier non \u00e9valu\u00e9 \u00e0 la juste valeur par le biais du r\u00e9sultat net, des co\u00fbts de transaction directement attribuables \u00e0 l\u2019\u00e9mission de ce passif financier. </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205801\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Classement et \u00e9valuation ult\u00e9rieure</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_205813\">Apr\u00e8s la comptabilisation initiale, les passifs financiers sont class\u00e9s en deux cat\u00e9gories :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_205819\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_205834\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>passifs financiers au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205848\"><span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205862\">Les passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net incluent les passifs financiers d\u00e9tenus \u00e0 des fins de transaction et passifs d\u00e9sign\u00e9s lors de la comptabilisation initiale comme \u00e9tant \u00e0 la juste valeur par le biais du compte de r\u00e9sultat. L'\u00e9valuation ult\u00e9rieure de ces passifs est effectu\u00e9e \u00e0 la juste valeur. Cette cat\u00e9gorie comprend les instruments financiers d\u00e9riv\u00e9s conclus par le Groupe qui ne sont pas d\u00e9sign\u00e9s comme instruments de couverture dans des relations de couverture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205869\">Aucun passif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le r\u00e9sultat net dans les comptes consolid\u00e9s du\u00a0groupe.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205886\">\u00a0<span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers au co\u00fbt amorti</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205895\">Apr\u00e8s la comptabilisation initiale, ces passifs financiers sont ensuite \u00e9valu\u00e9s au co\u00fbt amorti selon la m\u00e9thode du taux d'int\u00e9r\u00eat effectif. Le co\u00fbt amorti du passif financier est ajust\u00e9 de mani\u00e8re \u00e0 refl\u00e9ter les flux de tr\u00e9sorerie contractuels r\u00e9els et les flux de tr\u00e9sorerie contractuels estim\u00e9s r\u00e9vis\u00e9s. L\u2019ajustement est comptabilis\u00e9 en r\u00e9sultat net \u00e0 titre de produit ou de charge. Cette cat\u00e9gorie comprend les dettes financi\u00e8res, les obligations locatives ainsi que les fournisseurs et autres cr\u00e9anciers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205902\">Les dettes envers les \u00e9tablissements de cr\u00e9dit, les dettes envers la client\u00e8le, les dettes repr\u00e9sent\u00e9es par un titre ainsi que les dettes locatives sont \u00e9valu\u00e9es au co\u00fbt amorti dans les comptes consolid\u00e9s du groupe.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_581127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Autres actifs financiers et Dettes repr\u00e9sent\u00e9s par\u00a0un titre</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_205940\"> Les cr\u00e9ances d\u00e9tenues en \"Autres actifs financiers\" correspondent aux cr\u00e9ances li\u00e9es aux titres acquis pour le compte de la client\u00e8le et dont le r\u00e8glement est diff\u00e9r\u00e9 (SRD). Les dettes li\u00e9es aux titres vendus sont quant \u00e0 elles pr\u00e9sent\u00e9es en \"Dettes repr\u00e9sent\u00e9es par un titre\". Ces cr\u00e9ances et ces dettes sont comptabilis\u00e9es selon les r\u00e8gles applicables respectivement aux actifs et aux passifs financiers au co\u00fbt amorti.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialLiabilitiesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911073_0": {
   "value": "<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205848\"><span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205862\">Les passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net incluent les passifs financiers d\u00e9tenus \u00e0 des fins de transaction et passifs d\u00e9sign\u00e9s lors de la comptabilisation initiale comme \u00e9tant \u00e0 la juste valeur par le biais du compte de r\u00e9sultat. L'\u00e9valuation ult\u00e9rieure de ces passifs est effectu\u00e9e \u00e0 la juste valeur. Cette cat\u00e9gorie comprend les instruments financiers d\u00e9riv\u00e9s conclus par le Groupe qui ne sont pas d\u00e9sign\u00e9s comme instruments de couverture dans des relations de couverture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205869\">Aucun passif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le r\u00e9sultat net dans les comptes consolid\u00e9s du\u00a0groupe.</p></div>\n<div class=\"Title3\" style=\"text-indent: -6.61vw; padding-left: 6.61vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581334\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.4</span></span>Actifs financiers \u00e0 la juste valeur par le r\u00e9sultat</h3></div>\n<div class=\"Normal\"><p id=\"p_219951\">Au 31 d\u00e9cembre 2024, ce poste est principalement compos\u00e9 du placement d\u2019une partie de la tr\u00e9sorerie propre du groupe en bons \u00e0 moyen terme n\u00e9gociables \u00e9mis par un \u00e9tablissement appartenant \u00e0 un grand groupe bancaire\u00a0fran\u00e7ais.</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_220284\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220297\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220307\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_220318\">Actifs financiers \u00e0 la JV par le r\u00e9sultat</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220342\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220356\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_220370\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220383\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220398\">5\u00a0016</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17091077350619310_0_0": {
   "value": "<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205848\"><span style=\"font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205862\">Les passifs financiers \u00e0 la juste valeur par le biais du r\u00e9sultat net incluent les passifs financiers d\u00e9tenus \u00e0 des fins de transaction et passifs d\u00e9sign\u00e9s lors de la comptabilisation initiale comme \u00e9tant \u00e0 la juste valeur par le biais du compte de r\u00e9sultat. L'\u00e9valuation ult\u00e9rieure de ces passifs est effectu\u00e9e \u00e0 la juste valeur. Cette cat\u00e9gorie comprend les instruments financiers d\u00e9riv\u00e9s conclus par le Groupe qui ne sont pas d\u00e9sign\u00e9s comme instruments de couverture dans des relations de couverture.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_205869\">Aucun passif financier n'a \u00e9t\u00e9 \u00e9valu\u00e9 \u00e0 la juste valeur par le r\u00e9sultat net dans les comptes consolid\u00e9s du\u00a0groupe.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFinancialInstrumentsAtFairValueThroughProfitOrLossExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911120_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_205988\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206021\">La juste valeur repr\u00e9sente le prix qui serait re\u00e7u pour la vente d\u2019un actif ou pay\u00e9 pour le transfert d\u2019un passif lors d\u2019une transaction normale entre des intervenants du march\u00e9 \u00e0 la date d\u2019\u00e9valuation. L\u2019\u00e9valuation d\u2019une juste valeur suppose que la transaction pour la vente de l\u2019actif ou le transfert du passif a lieu soit sur le march\u00e9 principal pour l\u2019actif ou le passif, soit en l\u2019absence de march\u00e9 principal, sur le march\u00e9 le plus avantageux pour l\u2019actif ou le passif.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206205\">Le Groupe \u00e9value la juste valeur d'un instrument financier en utilisant le prix cot\u00e9 sur un march\u00e9 actif pour cet instrument. Un march\u00e9 est consid\u00e9r\u00e9 comme \u00ab actif \u00bb si les transactions sur l\u2019actif ou le passif ont lieu avec une fr\u00e9quence et un volume suffisants pour fournir de fa\u00e7on continue de l\u2019information sur le prix. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206322\">S'il n'y a pas de prix cot\u00e9 sur un march\u00e9 actif, le Groupe utilise des techniques d\u2019\u00e9valuation appropri\u00e9es aux circonstances et pour lesquelles les donn\u00e9es sont disponibles en quantit\u00e9 suffisante pour \u00e9valuer la juste valeur, en maximisant l\u2019utilisation des donn\u00e9es d\u2019entr\u00e9e observables pertinentes et en minimisant celle des donn\u00e9es d\u2019entr\u00e9e non observables. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206431\">Le Groupe applique une hi\u00e9rarchie des justes valeurs qui classe selon trois niveaux les donn\u00e9es d\u2019entr\u00e9e des techniques d\u2019\u00e9valuation utilis\u00e9es pour d\u00e9terminer la juste valeur. Cette hi\u00e9rarchie place au plus haut niveau les cours (non ajust\u00e9s) sur des march\u00e9s actifs pour des actifs ou des passifs identiques (donn\u00e9es d\u2019entr\u00e9e de niveau 1), et au niveau le plus bas les donn\u00e9es d\u2019entr\u00e9e non observables (donn\u00e9es d\u2019entr\u00e9e de niveau\u00a03). </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598109\">Les niveaux retenus sont les suivants : </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206591\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) auquel le Groupe peut avoir acc\u00e8s, sur un march\u00e9 actif pour un instrument identique. C\u2019est notamment le cas pour certains instruments de capitaux propres et les emprunts obligataires dont la juste valeur repose sur les cours de cl\u00f4ture \u00e0 la bourse \u00e0 la date du bilan ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206709\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s. Il s\u2019agit de techniques d\u2019\u00e9valuation telles que l\u2019actualisation de flux de tr\u00e9sorerie, des mod\u00e8les de valorisation standard bas\u00e9s sur des param\u00e8tres de march\u00e9 de taux d\u2019int\u00e9r\u00eats, des courbes de rendement ou de taux de change, des avis de courtiers pour des instruments similaires et l\u2019utilisation de transactions comparables r\u00e9alis\u00e9es dans des conditions de concurrence normale. Par exemple, la juste valeur des contrats de change \u00e0 terme sur devises et des swaps de devises est d\u00e9termin\u00e9e en actualisant les flux de tr\u00e9sorerie futures estim\u00e9s. Certains instruments de capitaux propres sont \u00e9valu\u00e9s sur la base de multiple de valorisation ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_206970\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur un march\u00e9 comme par exemple une pr\u00e9vision financi\u00e8re \u00e9labor\u00e9e \u00e0 partir des donn\u00e9es internes de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Title3\" style=\"text-indent: -6.61vw; padding-left: 6.61vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581334\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.4</span></span>Actifs financiers \u00e0 la juste valeur par le r\u00e9sultat</h3></div>\n<div class=\"Normal\"><p id=\"p_219951\">Au 31 d\u00e9cembre 2024, ce poste est principalement compos\u00e9 du placement d\u2019une partie de la tr\u00e9sorerie propre du groupe en bons \u00e0 moyen terme n\u00e9gociables \u00e9mis par un \u00e9tablissement appartenant \u00e0 un grand groupe bancaire\u00a0fran\u00e7ais.</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_220284\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220297\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220307\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_220318\">Actifs financiers \u00e0 la JV par le r\u00e9sultat</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220342\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220356\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_220370\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220383\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220398\">5\u00a0016</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_264127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264167\">Le tableau suivant pr\u00e9sente la valeur comptable des actifs et passifs financiers ainsi que leur juste valeur selon le niveau hi\u00e9rarchique suivant :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264353\">Le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) sur un march\u00e9 actif pour un instrument identique.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264499\">Le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264741\">Le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur le march\u00e9.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_264951\">La juste valeur n\u2019est pas indiqu\u00e9e pour les postes dont la valeur comptable repr\u00e9sente une estimation raisonnable de leur juste valeur. Les m\u00e9thodes pour d\u00e9terminer les justes valeurs sont d\u00e9crites dans la section regroupant les principales m\u00e9thodes comptables.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_265274\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>31 d\u00e9cembre 2024</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_265359\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265375\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265388\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265446\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265458\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265470\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_265482\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265491\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265671\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265679\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265687\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265695\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265703\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265712\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du\u00a0r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389431\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390260\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389437\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390264\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389443\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265805\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390268\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390272\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390276\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390280\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390284\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265853\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390288\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390292\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390296\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390300\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390304\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266062\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389449\">1 037 397</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390308\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390312\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390316\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389455\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266151\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389461\">20 685</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389467\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266229\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389473\">53 919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390332\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390336\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390340\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389479\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266306\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390344\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390348\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390352\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390356\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390360\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_266355\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389485\">1 117 024</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389491\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389497\">5 023</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389503\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389509\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266435\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390372\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390376\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390380\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266483\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390384\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390388\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390392\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390396\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390400\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266696\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389515\">3 558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390404\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390408\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390412\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389521\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266759\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389527\">39 066</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390416\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390420\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390424\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389533\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266831\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389539\">1 002 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390428\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390432\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390436\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389545\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266902\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389551\">4 655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390440\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390444\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390448\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389557\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266990\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390452\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390456\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390460\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390464\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390468\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_267039\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389563\">1 049 768</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389569\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389575\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389581\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389587\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.13vw; \"><p id=\"p_267129\"></p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_267140\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_267209\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267225\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267238\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267296\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267308\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267320\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_267332\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267341\"><span style=\"white-space: pre-wrap; text-decoration: underline; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste </span><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267410\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267418\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267426\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267434\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267442\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267451\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389101\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389106\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389110\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389115\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389119\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267543\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389124\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389128\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389132\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389136\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389140\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267591\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389144\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389148\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389152\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389156\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389160\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267800\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389164\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389169\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389173\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389177\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389181\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267889\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389186\">25\u00a0438</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389191\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389195\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389199\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389203\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267967\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389208\">68\u00a0735</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389213\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389217\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389221\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389225\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268044\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389230\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389234\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389238\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389242\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389246\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268093\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389250\">1\u00a0239\u00a0726</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389255\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389260\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389265\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389270\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268172\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389275\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389279\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389283\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389287\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389291\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268220\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389295\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389299\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389303\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389307\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389311\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268433\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389315\">4\u00a0116</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389332\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268496\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389337\">56\u00a0491</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389342\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389346\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389350\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389354\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268568\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389359\">1\u00a0120\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389372\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389376\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268639\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389381\">6\u00a0611</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389386\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389390\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389394\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389398\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268727\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389403\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389407\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389411\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389415\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389419\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268776\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268793\">1\u00a0187\u00a0678</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268811\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268821\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268831\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_268841\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_268874\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFairValueMeasurementExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19446846641098096_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_205988\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206021\">La juste valeur repr\u00e9sente le prix qui serait re\u00e7u pour la vente d\u2019un actif ou pay\u00e9 pour le transfert d\u2019un passif lors d\u2019une transaction normale entre des intervenants du march\u00e9 \u00e0 la date d\u2019\u00e9valuation. L\u2019\u00e9valuation d\u2019une juste valeur suppose que la transaction pour la vente de l\u2019actif ou le transfert du passif a lieu soit sur le march\u00e9 principal pour l\u2019actif ou le passif, soit en l\u2019absence de march\u00e9 principal, sur le march\u00e9 le plus avantageux pour l\u2019actif ou le passif.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206205\">Le Groupe \u00e9value la juste valeur d'un instrument financier en utilisant le prix cot\u00e9 sur un march\u00e9 actif pour cet instrument. Un march\u00e9 est consid\u00e9r\u00e9 comme \u00ab actif \u00bb si les transactions sur l\u2019actif ou le passif ont lieu avec une fr\u00e9quence et un volume suffisants pour fournir de fa\u00e7on continue de l\u2019information sur le prix. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206322\">S'il n'y a pas de prix cot\u00e9 sur un march\u00e9 actif, le Groupe utilise des techniques d\u2019\u00e9valuation appropri\u00e9es aux circonstances et pour lesquelles les donn\u00e9es sont disponibles en quantit\u00e9 suffisante pour \u00e9valuer la juste valeur, en maximisant l\u2019utilisation des donn\u00e9es d\u2019entr\u00e9e observables pertinentes et en minimisant celle des donn\u00e9es d\u2019entr\u00e9e non observables. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206431\">Le Groupe applique une hi\u00e9rarchie des justes valeurs qui classe selon trois niveaux les donn\u00e9es d\u2019entr\u00e9e des techniques d\u2019\u00e9valuation utilis\u00e9es pour d\u00e9terminer la juste valeur. Cette hi\u00e9rarchie place au plus haut niveau les cours (non ajust\u00e9s) sur des march\u00e9s actifs pour des actifs ou des passifs identiques (donn\u00e9es d\u2019entr\u00e9e de niveau 1), et au niveau le plus bas les donn\u00e9es d\u2019entr\u00e9e non observables (donn\u00e9es d\u2019entr\u00e9e de niveau\u00a03). </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598109\">Les niveaux retenus sont les suivants : </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206591\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) auquel le Groupe peut avoir acc\u00e8s, sur un march\u00e9 actif pour un instrument identique. C\u2019est notamment le cas pour certains instruments de capitaux propres et les emprunts obligataires dont la juste valeur repose sur les cours de cl\u00f4ture \u00e0 la bourse \u00e0 la date du bilan ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206709\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s. Il s\u2019agit de techniques d\u2019\u00e9valuation telles que l\u2019actualisation de flux de tr\u00e9sorerie, des mod\u00e8les de valorisation standard bas\u00e9s sur des param\u00e8tres de march\u00e9 de taux d\u2019int\u00e9r\u00eats, des courbes de rendement ou de taux de change, des avis de courtiers pour des instruments similaires et l\u2019utilisation de transactions comparables r\u00e9alis\u00e9es dans des conditions de concurrence normale. Par exemple, la juste valeur des contrats de change \u00e0 terme sur devises et des swaps de devises est d\u00e9termin\u00e9e en actualisant les flux de tr\u00e9sorerie futures estim\u00e9s. Certains instruments de capitaux propres sont \u00e9valu\u00e9s sur la base de multiple de valorisation ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_206970\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur un march\u00e9 comme par exemple une pr\u00e9vision financi\u00e8re \u00e9labor\u00e9e \u00e0 partir des donn\u00e9es internes de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_264127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264167\">Le tableau suivant pr\u00e9sente la valeur comptable des actifs et passifs financiers ainsi que leur juste valeur selon le niveau hi\u00e9rarchique suivant :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264353\">Le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) sur un march\u00e9 actif pour un instrument identique.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264499\">Le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264741\">Le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur le march\u00e9.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_264951\">La juste valeur n\u2019est pas indiqu\u00e9e pour les postes dont la valeur comptable repr\u00e9sente une estimation raisonnable de leur juste valeur. Les m\u00e9thodes pour d\u00e9terminer les justes valeurs sont d\u00e9crites dans la section regroupant les principales m\u00e9thodes comptables.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFairValueMeasurementExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23362207435576518_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_205988\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206021\">La juste valeur repr\u00e9sente le prix qui serait re\u00e7u pour la vente d\u2019un actif ou pay\u00e9 pour le transfert d\u2019un passif lors d\u2019une transaction normale entre des intervenants du march\u00e9 \u00e0 la date d\u2019\u00e9valuation. L\u2019\u00e9valuation d\u2019une juste valeur suppose que la transaction pour la vente de l\u2019actif ou le transfert du passif a lieu soit sur le march\u00e9 principal pour l\u2019actif ou le passif, soit en l\u2019absence de march\u00e9 principal, sur le march\u00e9 le plus avantageux pour l\u2019actif ou le passif.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206205\">Le Groupe \u00e9value la juste valeur d'un instrument financier en utilisant le prix cot\u00e9 sur un march\u00e9 actif pour cet instrument. Un march\u00e9 est consid\u00e9r\u00e9 comme \u00ab actif \u00bb si les transactions sur l\u2019actif ou le passif ont lieu avec une fr\u00e9quence et un volume suffisants pour fournir de fa\u00e7on continue de l\u2019information sur le prix. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206322\">S'il n'y a pas de prix cot\u00e9 sur un march\u00e9 actif, le Groupe utilise des techniques d\u2019\u00e9valuation appropri\u00e9es aux circonstances et pour lesquelles les donn\u00e9es sont disponibles en quantit\u00e9 suffisante pour \u00e9valuer la juste valeur, en maximisant l\u2019utilisation des donn\u00e9es d\u2019entr\u00e9e observables pertinentes et en minimisant celle des donn\u00e9es d\u2019entr\u00e9e non observables. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_206431\">Le Groupe applique une hi\u00e9rarchie des justes valeurs qui classe selon trois niveaux les donn\u00e9es d\u2019entr\u00e9e des techniques d\u2019\u00e9valuation utilis\u00e9es pour d\u00e9terminer la juste valeur. Cette hi\u00e9rarchie place au plus haut niveau les cours (non ajust\u00e9s) sur des march\u00e9s actifs pour des actifs ou des passifs identiques (donn\u00e9es d\u2019entr\u00e9e de niveau 1), et au niveau le plus bas les donn\u00e9es d\u2019entr\u00e9e non observables (donn\u00e9es d\u2019entr\u00e9e de niveau\u00a03). </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598109\">Les niveaux retenus sont les suivants : </p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206591\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) auquel le Groupe peut avoir acc\u00e8s, sur un march\u00e9 actif pour un instrument identique. C\u2019est notamment le cas pour certains instruments de capitaux propres et les emprunts obligataires dont la juste valeur repose sur les cours de cl\u00f4ture \u00e0 la bourse \u00e0 la date du bilan ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_206709\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s. Il s\u2019agit de techniques d\u2019\u00e9valuation telles que l\u2019actualisation de flux de tr\u00e9sorerie, des mod\u00e8les de valorisation standard bas\u00e9s sur des param\u00e8tres de march\u00e9 de taux d\u2019int\u00e9r\u00eats, des courbes de rendement ou de taux de change, des avis de courtiers pour des instruments similaires et l\u2019utilisation de transactions comparables r\u00e9alis\u00e9es dans des conditions de concurrence normale. Par exemple, la juste valeur des contrats de change \u00e0 terme sur devises et des swaps de devises est d\u00e9termin\u00e9e en actualisant les flux de tr\u00e9sorerie futures estim\u00e9s. Certains instruments de capitaux propres sont \u00e9valu\u00e9s sur la base de multiple de valorisation ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_206970\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur un march\u00e9 comme par exemple une pr\u00e9vision financi\u00e8re \u00e9labor\u00e9e \u00e0 partir des donn\u00e9es internes de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_264127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264167\">Le tableau suivant pr\u00e9sente la valeur comptable des actifs et passifs financiers ainsi que leur juste valeur selon le niveau hi\u00e9rarchique suivant :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264353\">Le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) sur un march\u00e9 actif pour un instrument identique.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264499\">Le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264741\">Le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur le march\u00e9.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_264951\">La juste valeur n\u2019est pas indiqu\u00e9e pour les postes dont la valeur comptable repr\u00e9sente une estimation raisonnable de leur juste valeur. Les m\u00e9thodes pour d\u00e9terminer les justes valeurs sont d\u00e9crites dans la section regroupant les principales m\u00e9thodes comptables.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_265274\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>31 d\u00e9cembre 2024</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_265359\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265375\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265388\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265446\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265458\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265470\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_265482\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265491\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265671\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265679\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265687\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265695\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265703\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265712\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du\u00a0r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389431\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390260\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389437\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390264\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389443\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265805\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390268\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390272\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390276\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390280\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390284\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265853\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390288\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390292\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390296\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390300\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390304\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266062\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389449\">1 037 397</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390308\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390312\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390316\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389455\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266151\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389461\">20 685</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389467\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266229\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389473\">53 919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390332\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390336\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390340\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389479\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266306\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390344\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390348\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390352\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390356\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390360\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_266355\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389485\">1 117 024</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389491\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389497\">5 023</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389503\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389509\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266435\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390372\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390376\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390380\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266483\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390384\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390388\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390392\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390396\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390400\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266696\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389515\">3 558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390404\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390408\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390412\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389521\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266759\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389527\">39 066</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390416\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390420\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390424\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389533\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266831\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389539\">1 002 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390428\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390432\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390436\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389545\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266902\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389551\">4 655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390440\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390444\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390448\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389557\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266990\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390452\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390456\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390460\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390464\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390468\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_267039\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389563\">1 049 768</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389569\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389575\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389581\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389587\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.13vw; \"><p id=\"p_267129\"></p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_267140\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_267209\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267225\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267238\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267296\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267308\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267320\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_267332\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267341\"><span style=\"white-space: pre-wrap; text-decoration: underline; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste </span><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267410\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267418\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267426\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267434\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267442\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267451\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389101\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389106\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389110\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389115\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389119\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267543\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389124\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389128\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389132\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389136\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389140\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267591\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389144\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389148\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389152\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389156\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389160\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267800\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389164\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389169\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389173\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389177\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389181\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267889\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389186\">25\u00a0438</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389191\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389195\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389199\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389203\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267967\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389208\">68\u00a0735</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389213\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389217\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389221\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389225\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268044\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389230\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389234\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389238\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389242\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389246\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268093\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389250\">1\u00a0239\u00a0726</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389255\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389260\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389265\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389270\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268172\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389275\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389279\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389283\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389287\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389291\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268220\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389295\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389299\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389303\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389307\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389311\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268433\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389315\">4\u00a0116</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389332\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268496\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389337\">56\u00a0491</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389342\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389346\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389350\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389354\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268568\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389359\">1\u00a0120\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389372\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389376\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268639\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389381\">6\u00a0611</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389386\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389390\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389394\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389398\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268727\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389403\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389407\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389411\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389415\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389419\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268776\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268793\">1\u00a0187\u00a0678</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268811\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268821\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268831\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_268841\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_268874\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFairValueOfFinancialInstrumentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911096_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_207141\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actions propres</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207156\">Au 31 d\u00e9cembre 2024, Bourse Direct d\u00e9tient 1 295 269 de ses propres titres dans le cadre de son programme de rachat d\u2019actions propres, soit 2,45\u00a0% de son capital social. Ces titres sont affect\u00e9s \u00e0 l\u2019objectif d\u2019annulation.</p></div>\n<div class=\"Normal\"><p id=\"p_207237\"><span style=\"word-spacing: -0.0520em; \">Les actions propres ne rentrent pas dans la d\u00e9finition d\u2019un actif financier et sont comptabilis\u00e9es en d\u00e9duction des capitaux propres. Lors de cessions ult\u00e9rieures, la plus ou moins-value n\u2019a pas d\u2019effet sur le r\u00e9sultat mais est enregistr\u00e9e comme apport ou r\u00e9duction aux r\u00e9serves provenant de primes\u00a0d\u2019\u00e9mission.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586702\"></p></div>\n<div class=\"Title4\" style=\"text-indent: -7.34vw; padding-left: 7.34vw; margin-bottom: 1.41vw; \"><h4 id=\"p_239720\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.17.2</span></span>Actions propres</h4></div>\n<div class=\"Normal\"><p id=\"p_239738\">Au 31 d\u00e9cembre 2024, Bourse Direct d\u00e9tient 1 295 269 actions propres repr\u00e9sentant 2,45 % du capital, affect\u00e9es \u00e0 l\u2019objectif d\u2019annulation ; aucune d\u00e9pr\u00e9ciation n\u2019est \u00e0 constater.</p></div>\n<div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><table style=\"width: 28.22vw;  border-collapse: collapse;\">\n<tbody><tr>\n<td class=\"Table6_cc_normal_normal\" style=\" height:7.90vw; vertical-align: center;width: 100.00%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"DescriptionCcBlanc\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_534242\">Nombre d'actions propres d\u00e9tenues</p></div>\n<div class=\"CcBlanc\"><p id=\"p_534411\">1 295 269</p></div>\n</td>\n</tr>\n</tbody></table>\n</div><div class=\"Normal\"><p id=\"p_534269\">Les variations enregistr\u00e9es en 2024 sont les suivantes : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" rowspan=\"2\" style=\" height:2.47vw; vertical-align: bottom;width: 18.84%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_239890\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">En Euros</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"3\" style=\" height:2.47vw; vertical-align: bottom;width: 20.80%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_239909\" style=\"text-align: center; \"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Situation au 31/12/202</span>3</p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"3\" style=\" height:2.47vw; vertical-align: bottom;width: 20.39%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_239957\" style=\"text-align: center; \"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Augmentations : Rachats</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"3\" style=\" height:2.47vw; vertical-align: bottom;width: 19.38%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240004\" style=\"text-align: center; \"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Diminutions : cessions / annulations</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"3\" style=\" height:2.47vw; vertical-align: bottom;width: 20.59%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240057\" style=\"text-align: center; \"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Situation au 31/12/202</span>4</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240115\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur unitaire</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240133\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Nombre d'actions</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240151\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240163\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur unitaire</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240181\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Nombre d'actions</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 7.67%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240199\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240211\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur unitaire</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240229\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Nombre d'actions</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 6.66%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240247\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240259\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur unitaire</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240277\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Nombre d'actions</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:2.50vw; vertical-align: bottom;width: 7.87%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240295\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">Valeur</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_special4_header\" style=\" height:2.58vw; vertical-align: center;width: 18.84%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_240307\">Ac<span style=\"white-space: pre-wrap; font-size: 0.82vw; line-height: 1.24vw; \">tions </span>r<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">ac</span>h<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">e</span>t\u00e9e<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">s</span> avec objectif d'annulation</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240368\">5<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">,</span>6</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240386\">1<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">3</span>7\u00a0<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">0</span>34</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240405\">767\u00a0251</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240429\">4<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">,</span>59</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240444\">1\u00a0158\u00a0235</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 7.67%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240462\">5\u00a0318\u00a0235</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240484\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">0</span></p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240501\"><span style=\"font-size: 0.82vw; line-height: 1.24vw; \">0</span></p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 6.66%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240525\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 5.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240547\">4<span style=\"font-size: 0.82vw; line-height: 1.24vw; \">,</span>70</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 6.86%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240562\">1\u00a0295\u00a0269</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 7.87%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_240582\">6\u00a0086\u00a0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582944\"></p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTreasurySharesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19446112566054227_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_207141\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actions propres</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207156\">Au 31 d\u00e9cembre 2024, Bourse Direct d\u00e9tient 1 295 269 de ses propres titres dans le cadre de son programme de rachat d\u2019actions propres, soit 2,45\u00a0% de son capital social. Ces titres sont affect\u00e9s \u00e0 l\u2019objectif d\u2019annulation.</p></div>\n<div class=\"Normal\"><p id=\"p_207237\"><span style=\"word-spacing: -0.0520em; \">Les actions propres ne rentrent pas dans la d\u00e9finition d\u2019un actif financier et sont comptabilis\u00e9es en d\u00e9duction des capitaux propres. Lors de cessions ult\u00e9rieures, la plus ou moins-value n\u2019a pas d\u2019effet sur le r\u00e9sultat mais est enregistr\u00e9e comme apport ou r\u00e9duction aux r\u00e9serves provenant de primes\u00a0d\u2019\u00e9mission.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.41vw; \"><p id=\"p_586702\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForTreasurySharesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911168_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571837\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations incorporelles et goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_207546\"><span style=\"letter-spacing: -0.01em; \">Les immobilisations incorporelles, valoris\u00e9es \u00e0 leur co\u00fbt d'acquisition ou de production, sont amorties ou d\u00e9pr\u00e9ci\u00e9es selon les crit\u00e8res suivants :</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_207674\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les amortissements des logiciels sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire sur 3 ans ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_207710\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les marques ne sont pas amorties en raison de leur dur\u00e9e de vie ind\u00e9finie. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207748\">Les autres immobilisations incorporelles sont principalement constitu\u00e9es de d\u00e9veloppements technologiques et font l\u2019objet d\u2019un amortissement lin\u00e9aire sur une dur\u00e9e de 1 \u00e0 3 ans. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Les logiciels produits par la soci\u00e9t\u00e9 sont immobilis\u00e9s sur la base de leur prix de revient, d\u00e9termin\u00e9 \u00e0 partir des temps pass\u00e9s et d\u2019un co\u00fbt horaire, et des factures re\u00e7ues de prestataires externes, d\u00e8s lors que le projet est identifi\u00e9, fait l'objet d'un cahier des charges pr\u00e9cis et que les aspects suivants sont couverts : sa faisabilit\u00e9 technique, la capacit\u00e9 \u00e0 mener \u00e0 terme le projet et \u00e0 l'utiliser, et l'existence de perspectives de g\u00e9n\u00e9ration de profits \u00e9conomiques futurs. Ces immobilisations font l'objet une revue a minima annuelle et de tests de d\u00e9pr\u00e9ciation d\u00e8s l\u2019indentification d\u2019indices de perte de valeur. L'amortissement de ces logiciels d\u00e9bute d\u00e8s leur mise en service, et est effectu\u00e9 sur la dur\u00e9e d'utilisation pr\u00e9vue, n'exc\u00e9dant pas 3 ans. </p></div>\n<div class=\"Title3\" style=\"text-indent: -7.20vw; padding-left: 7.20vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572996\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.13</span></span>IMMOBILISATIONS INCORPORELLES</h3></div>\n<div class=\"Normal\"><p id=\"p_230780\">La variation des immobilisations incorporelles et des amortissements correspondants se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 36.81%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_230932\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230947\">Valeur brute au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230963\">Augmentation</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230985\">Diminution</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230995\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231005\">Valeur brute au\u00a031.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231022\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231036\">17</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231045\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231054\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231063\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231072\">17</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231082\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231092\">1\u00a0204</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231105\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231117\">-248</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231128\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231141\">956</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231155\">Autres immobilisations incorporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231169\">24\u00a0485</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231183\">436</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231196\">-83</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231210\">1\u00a0328</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231221\">26\u00a0166</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231236\">Immobilisations incorporelles en cours</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231252\">2\u00a0513</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231265\">1\u00a0772</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231274\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231288\">-1\u00a0328</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231301\">2\u00a0958</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_231315\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231329\">28\u00a0219</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231343\">2\u00a0209</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231353\">-331</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231367\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_231380\">30\u00a0097</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:4.48vw; vertical-align: bottom;width: 24.29%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_231449\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231483\">Amortissements\u00a0et d\u00e9pr\u00e9ciations cumul\u00e9s au\u00a031.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231505\">Dotations</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231515\">Reprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_366211\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:4.48vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231525\">Amortissements et\u00a0d\u00e9pr\u00e9ciations cumul\u00e9s au\u00a031.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231546\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231569\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231578\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231588\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366218\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231598\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231608\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231629\">1\u00a0077</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231641\">71</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231652\">-248</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366225\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231665\">900</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231679\">Autres immobilisations incorporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231707\">20\u00a0256</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231720\">1\u00a0503</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231734\">-82</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366232\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231745\">21677</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_231760\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231788\">21\u00a0333</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231798\">1\u00a0574</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231812\">-330</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_366239\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_231825\">22\u00a0577</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_353128\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 59.62%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_231901\">Valeurs Nettes Comptables  (En K euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231921\">Valeurs Nettes Comptables  31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_369595\">Valeurs Nettes Comptables  31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231954\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369641\">17</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369600\">17</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231985\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369651\">56</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369605\">127</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232012\">Autres immobilisations incorporelles (plateformes, d\u00e9veloppements, ...)</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369657\">4 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369610\">4 229</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_232050\">Immobilisations en cours</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_369663\">2 958</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_369615\">2 513</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_232087\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_232098\">7 520</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(247, 249, 253, 1.0); width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_369620\">6 886</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_232143\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIntangibleAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_24884974509380614_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_571837\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations incorporelles et goodwills</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_207546\"><span style=\"letter-spacing: -0.01em; \">Les immobilisations incorporelles, valoris\u00e9es \u00e0 leur co\u00fbt d'acquisition ou de production, sont amorties ou d\u00e9pr\u00e9ci\u00e9es selon les crit\u00e8res suivants :</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_207674\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les amortissements des logiciels sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire sur 3 ans ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_207710\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les marques ne sont pas amorties en raison de leur dur\u00e9e de vie ind\u00e9finie. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_207748\">Les autres immobilisations incorporelles sont principalement constitu\u00e9es de d\u00e9veloppements technologiques et font l\u2019objet d\u2019un amortissement lin\u00e9aire sur une dur\u00e9e de 1 \u00e0 3 ans. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Les logiciels produits par la soci\u00e9t\u00e9 sont immobilis\u00e9s sur la base de leur prix de revient, d\u00e9termin\u00e9 \u00e0 partir des temps pass\u00e9s et d\u2019un co\u00fbt horaire, et des factures re\u00e7ues de prestataires externes, d\u00e8s lors que le projet est identifi\u00e9, fait l'objet d'un cahier des charges pr\u00e9cis et que les aspects suivants sont couverts : sa faisabilit\u00e9 technique, la capacit\u00e9 \u00e0 mener \u00e0 terme le projet et \u00e0 l'utiliser, et l'existence de perspectives de g\u00e9n\u00e9ration de profits \u00e9conomiques futurs. Ces immobilisations font l'objet une revue a minima annuelle et de tests de d\u00e9pr\u00e9ciation d\u00e8s l\u2019indentification d\u2019indices de perte de valeur. L'amortissement de ces logiciels d\u00e9bute d\u00e8s leur mise en service, et est effectu\u00e9 sur la dur\u00e9e d'utilisation pr\u00e9vue, n'exc\u00e9dant pas 3 ans. </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIntangibleAssetsOtherThanGoodwillExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911116_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_653784\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations corporelles</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_208183\">Les immobilisations corporelles sont inscrites au bilan \u00e0 leur co\u00fbt d\u2019acquisition, diminu\u00e9es de l\u2019amortissement cumul\u00e9 et, si n\u00e9cessaire, diminu\u00e9es d\u2019une d\u00e9pr\u00e9ciation pour perte de valeur. Les terrains ne sont pas amortis. Les charges d\u2019entretien et de r\u00e9paration sont imput\u00e9es au compte de r\u00e9sultat de l\u2019exercice au cours duquel elles sont encourues. Les d\u00e9penses permettant d\u2019augmenter les avantages \u00e9conomiques futurs li\u00e9s aux immobilisations corporelles sont capitalis\u00e9es et amorties.</p></div>\n<div class=\"Normal\"><p id=\"p_208321\">Les amortissements sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire, sur la dur\u00e9e d'utilisation estim\u00e9e des diff\u00e9rentes cat\u00e9gories d'immobilisations. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Ces dur\u00e9es sont principalement les\u00a0suivantes :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 63.66%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_208441\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 36.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_208449\">Nombre d'ann\u00e9es</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208460\">Agencements, installations des constructions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208475\">3 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208488\">Installations g\u00e9n\u00e9rales</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208499\">5 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208512\">Mat\u00e9riel de bureau et informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208529\">2 \u00e0 5 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208543\">Mobilier</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208552\">5 \u00e0 10 </p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_581084\">La juste valeur des immobilisations corporelles comptabilis\u00e9es suite \u00e0 un regroupement d\u2019entreprises est d\u00e9termin\u00e9e sur la base de donn\u00e9es du march\u00e9. La valeur de march\u00e9 correspond au montant qui peut \u00eatre obtenu de la vente d\u2019un actif lors d\u2019une transaction dans des conditions de concurrence normale entre des parties bien inform\u00e9es et consentantes.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.15vw; padding-left: 7.15vw; margin-bottom: 2.12vw; \"><h3 id=\"p_582067\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.12</span></span>IMMOBILISATIONS CORPORELLES</h3></div>\n<div class=\"Normal\"><p id=\"p_229134\">La variation des immobilisations corporelles et des amortissements correspondants se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 37.98%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_229289\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.11%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_229319\">Valeur brute au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_229342\">Augmentation</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.15%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_366514\">Diminution</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_229353\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_229363\">Valeur brute au 31.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229380\">Agencements, installations</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229403\">338</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229412\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366521\">-124</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229421\">163</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229430\">377</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229439\">Mat\u00e9riel de transport</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229477\">79</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229487\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366528\">-41</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229497\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229505\">38</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229516\">Mat\u00e9riel de bureau informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229545\">9\u00a0094</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229554\">734</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366535\">-4\u00a0305</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229568\">1\u00a0418</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229580\">6\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229594\">Mobilier</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229614\">84</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229623\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366542\">-1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229633\">51</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229642\">134</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229653\">Immobilisations corporelles en cours</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229688\">2</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229697\">1\u00a0683</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366549\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229707\">-1\u00a0632</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229722\">53</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229732\">Autres immobilisations corporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229790\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229802\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366556\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229811\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229820\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_229829\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_229855\">9\u00a0597</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_229864\">2\u00a0417</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_366563\">-4\u00a0471</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_229877\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_229891\">7\u00a0543</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_229922\"></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 37.41%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_353638\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_353645\">Amortissements cumul\u00e9s au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_353652\">Dotations</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_353659\">Reprises</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_353666\">Amortissements cumul\u00e9s au 31.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353673\">Agencements, installations</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379421\">318</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379427\">14</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379433\">-123</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379499\">209</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353708\">Mat\u00e9riel de transport</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379439\">59</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379445\">9</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379451\">-40</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379505\">28</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353743\">Mat\u00e9riel de bureau informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379457\">7 252</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379463\">913</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379469\">-4 305</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379511\">3 860</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353778\">Mobilier</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379475\">61</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379481\">12</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379487\">-1</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379517\">72</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353813\">Autres immobilisations corporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_353820\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_353827\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_353834\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_353841\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_353848\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_379624\">7 690</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_379631\">948</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_379638\">-4 469 </p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_353876\">4169</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_353617\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 59.62%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_230397\">Valeurs Nettes Comptables<br/>(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_230417\">Valeurs Nettes Comptables 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230434\">Valeurs Nettes Comptables 31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230451\">Agencements, installations</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230463\">168</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230474\">20</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230484\">Mat\u00e9riel de transport</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230513\">10</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230523\">20</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230532\">Mat\u00e9riel de bureau informatique</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230548\">3\u00a0081</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230562\">1\u00a0842</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230576\">Mobilier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230586\">62</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230597\">23</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230608\">Immobilisations corporelles en cours</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230624\">53</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230634\">2</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230648\">Autres immobilisations corporelles</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230662\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230672\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_230682\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_230695\">3\u00a0374</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_230709\">1\u00a0907</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfPropertyPlantAndEquipmentExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18945603920201398_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_653784\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Immobilisations corporelles</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_208183\">Les immobilisations corporelles sont inscrites au bilan \u00e0 leur co\u00fbt d\u2019acquisition, diminu\u00e9es de l\u2019amortissement cumul\u00e9 et, si n\u00e9cessaire, diminu\u00e9es d\u2019une d\u00e9pr\u00e9ciation pour perte de valeur. Les terrains ne sont pas amortis. Les charges d\u2019entretien et de r\u00e9paration sont imput\u00e9es au compte de r\u00e9sultat de l\u2019exercice au cours duquel elles sont encourues. Les d\u00e9penses permettant d\u2019augmenter les avantages \u00e9conomiques futurs li\u00e9s aux immobilisations corporelles sont capitalis\u00e9es et amorties.</p></div>\n<div class=\"Normal\"><p id=\"p_208321\">Les amortissements sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire, sur la dur\u00e9e d'utilisation estim\u00e9e des diff\u00e9rentes cat\u00e9gories d'immobilisations. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Ces dur\u00e9es sont principalement les\u00a0suivantes :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 63.66%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_208441\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 36.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_208449\">Nombre d'ann\u00e9es</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208460\">Agencements, installations des constructions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208475\">3 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208488\">Installations g\u00e9n\u00e9rales</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208499\">5 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208512\">Mat\u00e9riel de bureau et informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208529\">2 \u00e0 5 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208543\">Mobilier</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208552\">5 \u00e0 10 </p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_581084\">La juste valeur des immobilisations corporelles comptabilis\u00e9es suite \u00e0 un regroupement d\u2019entreprises est d\u00e9termin\u00e9e sur la base de donn\u00e9es du march\u00e9. La valeur de march\u00e9 correspond au montant qui peut \u00eatre obtenu de la vente d\u2019un actif lors d\u2019une transaction dans des conditions de concurrence normale entre des parties bien inform\u00e9es et consentantes.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForPropertyPlantAndEquipmentExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911106_0": {
   "value": "<div class=\"Normal\"><p id=\"p_208321\">Les amortissements sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire, sur la dur\u00e9e d'utilisation estim\u00e9e des diff\u00e9rentes cat\u00e9gories d'immobilisations. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Ces dur\u00e9es sont principalement les\u00a0suivantes :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 63.66%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_208441\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 36.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_208449\">Nombre d'ann\u00e9es</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208460\">Agencements, installations des constructions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208475\">3 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208488\">Installations g\u00e9n\u00e9rales</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208499\">5 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208512\">Mat\u00e9riel de bureau et informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208529\">2 \u00e0 5 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208543\">Mobilier</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208552\">5 \u00e0 10 </p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Title3\" style=\"text-indent: -7.15vw; padding-left: 7.15vw; margin-bottom: 2.12vw; \"><h3 id=\"p_582067\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.12</span></span>IMMOBILISATIONS CORPORELLES</h3></div>\n<div class=\"Normal\"><p id=\"p_229134\">La variation des immobilisations corporelles et des amortissements correspondants se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 37.98%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_229289\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.11%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_229319\">Valeur brute au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_229342\">Augmentation</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.15%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_366514\">Diminution</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_229353\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_229363\">Valeur brute au 31.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229380\">Agencements, installations</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229403\">338</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229412\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366521\">-124</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229421\">163</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229430\">377</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229439\">Mat\u00e9riel de transport</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229477\">79</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229487\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366528\">-41</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229497\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229505\">38</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229516\">Mat\u00e9riel de bureau informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229545\">9\u00a0094</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229554\">734</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366535\">-4\u00a0305</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229568\">1\u00a0418</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229580\">6\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229594\">Mobilier</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229614\">84</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229623\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366542\">-1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229633\">51</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229642\">134</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229653\">Immobilisations corporelles en cours</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229688\">2</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229697\">1\u00a0683</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_366549\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229707\">-1\u00a0632</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229722\">53</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229732\">Autres immobilisations corporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_229790\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229802\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366556\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_229811\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229820\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 37.98%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_229829\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.11%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_229855\">9\u00a0597</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_229864\">2\u00a0417</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.15%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_366563\">-4\u00a0471</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_229877\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_229891\">7\u00a0543</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_229922\"></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 37.41%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_353638\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_353645\">Amortissements cumul\u00e9s au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_353652\">Dotations</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_353659\">Reprises</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_353666\">Amortissements cumul\u00e9s au 31.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353673\">Agencements, installations</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379421\">318</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379427\">14</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379433\">-123</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379499\">209</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353708\">Mat\u00e9riel de transport</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379439\">59</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379445\">9</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379451\">-40</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379505\">28</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353743\">Mat\u00e9riel de bureau informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379457\">7 252</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379463\">913</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379469\">-4 305</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379511\">3 860</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353778\">Mobilier</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379475\">61</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379481\">12</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379487\">-1</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379517\">72</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_353813\">Autres immobilisations corporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_353820\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_353827\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_353834\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_353841\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 37.41%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_353848\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_379624\">7 690</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_379631\">948</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_379638\">-4 469 </p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_353876\">4169</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_353617\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 59.62%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_230397\">Valeurs Nettes Comptables<br/>(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_230417\">Valeurs Nettes Comptables 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230434\">Valeurs Nettes Comptables 31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230451\">Agencements, installations</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230463\">168</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230474\">20</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230484\">Mat\u00e9riel de transport</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230513\">10</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230523\">20</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230532\">Mat\u00e9riel de bureau informatique</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230548\">3\u00a0081</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230562\">1\u00a0842</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230576\">Mobilier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230586\">62</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230597\">23</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230608\">Immobilisations corporelles en cours</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230624\">53</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230634\">2</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_230648\">Autres immobilisations corporelles</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_230662\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_230672\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 59.62%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_230682\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_230695\">3\u00a0374</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_230709\">1\u00a0907</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Title3\" style=\"text-indent: -7.20vw; padding-left: 7.20vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572996\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.13</span></span>IMMOBILISATIONS INCORPORELLES</h3></div>\n<div class=\"Normal\"><p id=\"p_230780\">La variation des immobilisations incorporelles et des amortissements correspondants se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 36.81%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_230932\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230947\">Valeur brute au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230963\">Augmentation</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 12.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230985\">Diminution</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_230995\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231005\">Valeur brute au\u00a031.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231022\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231036\">17</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231045\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231054\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231063\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231072\">17</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231082\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231092\">1\u00a0204</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231105\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231117\">-248</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231128\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231141\">956</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231155\">Autres immobilisations incorporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231169\">24\u00a0485</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231183\">436</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231196\">-83</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231210\">1\u00a0328</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231221\">26\u00a0166</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231236\">Immobilisations incorporelles en cours</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231252\">2\u00a0513</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231265\">1\u00a0772</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231274\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231288\">-1\u00a0328</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231301\">2\u00a0958</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 36.81%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_231315\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231329\">28\u00a0219</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231343\">2\u00a0209</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.72%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231353\">-331</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231367\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_231380\">30\u00a0097</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:4.48vw; vertical-align: bottom;width: 24.29%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_231449\">(En K euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231483\">Amortissements\u00a0et d\u00e9pr\u00e9ciations cumul\u00e9s au\u00a031.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231505\">Dotations</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_231515\">Reprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_366211\">Reclassement</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:4.48vw; vertical-align: bottom;width: 20.19%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_231525\">Amortissements et\u00a0d\u00e9pr\u00e9ciations cumul\u00e9s au\u00a031.12.2024</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231546\">Marques et brevets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231569\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231578\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_231588\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366218\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231598\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231608\">Logiciels</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231629\">1\u00a0077</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231641\">71</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231652\">-248</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366225\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231665\">900</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_231679\">Autres immobilisations incorporelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231707\">20\u00a0256</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231720\">1\u00a0503</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_231734\">-82</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_366232\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_231745\">21677</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 24.29%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_231760\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231788\">21\u00a0333</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231798\">1\u00a0574</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_231812\">-330</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_366239\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 20.19%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_231825\">22\u00a0577</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_353128\"></p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDepreciationAndAmortisationExpenseExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23363022467688907_0_0": {
   "value": "<div class=\"Normal\"><p id=\"p_208321\">Les amortissements sont calcul\u00e9s selon la m\u00e9thode lin\u00e9aire, sur la dur\u00e9e d'utilisation estim\u00e9e des diff\u00e9rentes cat\u00e9gories d'immobilisations. Une dur\u00e9e d\u2019amortissement sup\u00e9rieure peut \u00eatre appliqu\u00e9e pour certains biens en raison de leur dur\u00e9e d'utilisation sp\u00e9cifique. Ces dur\u00e9es sont principalement les\u00a0suivantes :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 63.66%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_208441\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 36.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_208449\">Nombre d'ann\u00e9es</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208460\">Agencements, installations des constructions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208475\">3 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208488\">Installations g\u00e9n\u00e9rales</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208499\">5 \u00e0 10</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_208512\">Mat\u00e9riel de bureau et informatique</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_208529\">2 \u00e0 5 </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 63.66%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_208543\">Mobilier</p></div>\n</th>\n<td class=\"Table4_alternative_normal\" style=\" height:1.45vw; vertical-align: center;width: 36.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_normal_normal\"><p id=\"p_208552\">5 \u00e0 10 </p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDepreciationExpenseExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911078_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_208718\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Contrats de location \u2013 le Groupe comme preneur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_208751\">Le Groupe \u00e9value si un contrat est, ou contient un contrat de location \u00e0 la date de passation du contrat. Un contrat est, ou contient un contrat de location s\u2019il conf\u00e8re le droit de contr\u00f4ler l\u2019utilisation d\u2019un bien d\u00e9termin\u00e9 pour un certain temps moyennant une contrepartie. Lorsqu\u2019un contrat est, ou contient un contrat de location, le Groupe comptabilise chaque composante locative du contrat comme un contrat de location distinct, s\u00e9par\u00e9ment des composantes non locatives du contrat.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_209360\">Au d\u00e9but du contrat de location, le Groupe comptabilise un actif au titre du droit d\u2019utilisation et une obligation locative, sauf pour les contrats de location \u00e0 court terme. Les paiements de loyers associ\u00e9s \u00e0 ces contrats, dont la dur\u00e9e est \u00e9gale ou inf\u00e9rieure \u00e0 douze mois, sont enregistr\u00e9s en charge dans le compte de r\u00e9sultat selon la m\u00e9thode lin\u00e9aire sur la dur\u00e9e du contrat de location.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_209897\">L\u2019obligation locative correspond initialement \u00e0 la valeur actualis\u00e9e des paiements de loyers qui n\u2019ont pas \u00e9t\u00e9 vers\u00e9s, actualis\u00e9s au taux d\u2019int\u00e9r\u00eat implicite du contrat de location ou au taux d\u2019emprunt marginal le cas \u00e9ch\u00e9ant. Les paiements de loyers comprennent entres autres les paiements fixes, les paiements variables qui sont fonction d\u2019un indice ou d\u2019un taux, les garanties de valeur r\u00e9siduelle ainsi que le prix d\u2019exercice d\u2019options d\u2019achat si le Groupe a la certitude raisonnable de les exercer, ou les p\u00e9nalit\u00e9s exig\u00e9es en cas de r\u00e9siliation du contrat de location le cas \u00e9ch\u00e9ant. Par la suite, l\u2019obligation locative est \u00e9valu\u00e9e au co\u00fbt amorti selon la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif. L\u2019obligation locative est r\u00e9\u00e9valu\u00e9e en cas de changement dans les paiements de loyers futurs en raison d\u2019une variation de l\u2019indice ou du taux utilis\u00e9 pour d\u00e9terminer ces paiements, en cas de variation des paiements au titre de la garantie de valeur r\u00e9siduelle ou en cas de changement d\u2019appr\u00e9ciation de l\u2019exercice d\u2019une option d\u2019achat, de prolongation ou de r\u00e9siliation. Lors de la r\u00e9\u00e9valuation de l\u2019obligation locative, un ajustement correspondant est enregistr\u00e9 \u00e0 l\u2019actif au titre du droit d\u2019utilisation ou au compte de r\u00e9sultat si la valeur de l\u2019actif au titre du droit d\u2019utilisation a d\u00e9j\u00e0 \u00e9t\u00e9 ramen\u00e9e \u00e0 z\u00e9ro. Les obligations locatives sont pr\u00e9sent\u00e9es au bilan s\u00e9par\u00e9ment des autres passifs.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_211646\">L\u2019actif au titre du droit d\u2019utilisation est \u00e9valu\u00e9 au co\u00fbt comprenant le montant initial de l\u2019obligation locative, les co\u00fbts directs initiaux et une estimation des co\u00fbts de remise en \u00e9tat, r\u00e9duits de tous les avantages incitatifs \u00e0 la location re\u00e7us. L\u2019actif au titre du droit d\u2019utilisation est amorti sur la dur\u00e9e la plus courte entre celle du contrat de location et la dur\u00e9e de vie utile de l\u2019actif sous-jacent. Les actifs li\u00e9s au droit d\u2019utilisation sont pr\u00e9sent\u00e9s au bilan s\u00e9par\u00e9ment des autres actifs.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_582376\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.15</span></span>Contrat de location </h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_233518\">Les contrats de location du Groupe concernent essentiellement des bureaux utilis\u00e9s par les employ\u00e9s dans le cadre de leurs activit\u00e9s.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_540415\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Actifs li\u00e9s au droit d\u2019utilisation</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_233726\">B\u00e2timents en milliers d'\u20ac</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_233742\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_233755\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_233765\">Valeur comptable nette au 1<span class=\"sup\">er</span> janvier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_233784\">4\u00a0084</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_233798\">4\u00a0424</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_233811\">Actifs additionnels</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_233835\">332</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_233847\">552</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_233858\">Amortissements</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_233869\">-910</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_233879\">-892</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_233892\">Valeur comptable nette au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_233914\">3\u00a0506</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_233928\">4\u00a0084</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_233959\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Obligations locatives</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_233996\">en milliers d'\u20ac</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_234010\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234023\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_234033\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_234045\">3\u00a0558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234059\">4\u00a0116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_234073\">Total des obligations locatives au bilan</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_234095\">3\u00a0558</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234109\">4\u00a0116</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_234140\">Les obligations locatives provenant des activit\u00e9s de financement selon le tableau des flux de tr\u00e9sorerie ont \u00e9volu\u00e9 comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_234341\">en milliers d'\u20ac</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234357\">01.01.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234370\">El\u00e9ments financiers</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234384\">El\u00e9ments non financiers</p></div>\n</th>\n<th class=\"Table4_header_hilight\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_234410\">31.12.2024</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234451\">Autres variations</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234464\">Ecarts de conversion</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_234488\">Obligations locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234500\">4\u00a0116</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234514\">-890</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234526\">332</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234538\">0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_234548\">3\u00a0558</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_234562\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234573\">4\u00a0116</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234587\">-890</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234599\">332</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234611\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_234621\">3\u00a0558</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_234691\">en milliers d'\u20ac</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234707\">01.01.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234720\">El\u00e9ments financiers</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234734\">El\u00e9ments non financiers</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234760\">31.12.2023</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234802\">Autres variations</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_234815\">Ecarts de conversion</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_234839\">Obligations locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234851\">4\u00a0440</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234865\">-876</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234878\">552</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234890\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_234900\">4\u00a0116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_234914\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234926\">4\u00a0440</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234940\">-876</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234953\">552</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234965\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_234975\">4\u00a0116</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; margin-bottom: 1.41vw; \"><h4 id=\"p_235006\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>Autres informations relatives aux contrats de location </h4></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_235027\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span><span style=\"background-color: #ffffff; \">Les charges li\u00e9es aux contrats de location \u00e0 court terme s\u2019\u00e9l\u00e8vent \u00e0 88 k\u20ac pour l\u2019exercice 2024 (contre 101 k\u20ac en\u00a02023).</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_235099\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span><span style=\"background-color: #ffffff; \">La charge d\u2019int\u00e9r\u00eats sur les obligations locatives s\u2019\u00e9l\u00e8ve \u00e0 62 k\u20ac en 2024 (contre 54 k\u20ac en 2023).</span></p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_235148\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span><span style=\"background-color: #ffffff; \">Le total des sorties de tr\u00e9sorerie relatives aux contrats de location s\u2019\u00e9l\u00e8ve \u00e0 1 349 k\u20ac en 2024 (contre 1\u00a0227 k\u20ac en\u00a02023).</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_235210\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLeasesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18945820848600076_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_208718\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Contrats de location \u2013 le Groupe comme preneur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_208751\">Le Groupe \u00e9value si un contrat est, ou contient un contrat de location \u00e0 la date de passation du contrat. Un contrat est, ou contient un contrat de location s\u2019il conf\u00e8re le droit de contr\u00f4ler l\u2019utilisation d\u2019un bien d\u00e9termin\u00e9 pour un certain temps moyennant une contrepartie. Lorsqu\u2019un contrat est, ou contient un contrat de location, le Groupe comptabilise chaque composante locative du contrat comme un contrat de location distinct, s\u00e9par\u00e9ment des composantes non locatives du contrat.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_209360\">Au d\u00e9but du contrat de location, le Groupe comptabilise un actif au titre du droit d\u2019utilisation et une obligation locative, sauf pour les contrats de location \u00e0 court terme. Les paiements de loyers associ\u00e9s \u00e0 ces contrats, dont la dur\u00e9e est \u00e9gale ou inf\u00e9rieure \u00e0 douze mois, sont enregistr\u00e9s en charge dans le compte de r\u00e9sultat selon la m\u00e9thode lin\u00e9aire sur la dur\u00e9e du contrat de location.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_209897\">L\u2019obligation locative correspond initialement \u00e0 la valeur actualis\u00e9e des paiements de loyers qui n\u2019ont pas \u00e9t\u00e9 vers\u00e9s, actualis\u00e9s au taux d\u2019int\u00e9r\u00eat implicite du contrat de location ou au taux d\u2019emprunt marginal le cas \u00e9ch\u00e9ant. Les paiements de loyers comprennent entres autres les paiements fixes, les paiements variables qui sont fonction d\u2019un indice ou d\u2019un taux, les garanties de valeur r\u00e9siduelle ainsi que le prix d\u2019exercice d\u2019options d\u2019achat si le Groupe a la certitude raisonnable de les exercer, ou les p\u00e9nalit\u00e9s exig\u00e9es en cas de r\u00e9siliation du contrat de location le cas \u00e9ch\u00e9ant. Par la suite, l\u2019obligation locative est \u00e9valu\u00e9e au co\u00fbt amorti selon la m\u00e9thode du taux d\u2019int\u00e9r\u00eat effectif. L\u2019obligation locative est r\u00e9\u00e9valu\u00e9e en cas de changement dans les paiements de loyers futurs en raison d\u2019une variation de l\u2019indice ou du taux utilis\u00e9 pour d\u00e9terminer ces paiements, en cas de variation des paiements au titre de la garantie de valeur r\u00e9siduelle ou en cas de changement d\u2019appr\u00e9ciation de l\u2019exercice d\u2019une option d\u2019achat, de prolongation ou de r\u00e9siliation. Lors de la r\u00e9\u00e9valuation de l\u2019obligation locative, un ajustement correspondant est enregistr\u00e9 \u00e0 l\u2019actif au titre du droit d\u2019utilisation ou au compte de r\u00e9sultat si la valeur de l\u2019actif au titre du droit d\u2019utilisation a d\u00e9j\u00e0 \u00e9t\u00e9 ramen\u00e9e \u00e0 z\u00e9ro. Les obligations locatives sont pr\u00e9sent\u00e9es au bilan s\u00e9par\u00e9ment des autres passifs.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_211646\">L\u2019actif au titre du droit d\u2019utilisation est \u00e9valu\u00e9 au co\u00fbt comprenant le montant initial de l\u2019obligation locative, les co\u00fbts directs initiaux et une estimation des co\u00fbts de remise en \u00e9tat, r\u00e9duits de tous les avantages incitatifs \u00e0 la location re\u00e7us. L\u2019actif au titre du droit d\u2019utilisation est amorti sur la dur\u00e9e la plus courte entre celle du contrat de location et la dur\u00e9e de vie utile de l\u2019actif sous-jacent. Les actifs li\u00e9s au droit d\u2019utilisation sont pr\u00e9sent\u00e9s au bilan s\u00e9par\u00e9ment des autres actifs.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForLeasesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911071_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_212323\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Comptes de n\u00e9gociation et de r\u00e8glement</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212352\">Ces postes recouvrent les comptes de n\u00e9gociation et de r\u00e8glement qui enregistrent, au prix de transaction, d\u00e8s la date de transfert de propri\u00e9t\u00e9, l\u2019ensemble des achats et des ventes d\u2019instruments financiers pour compte propre ou pour compte de tiers, dont les op\u00e9rations de livraison et de r\u00e8glement ne sont pas encore d\u00e9nou\u00e9es. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212776\">Lorsque la date de transfert de propri\u00e9t\u00e9 est post\u00e9rieure \u00e0 la date d\u2019arr\u00eat\u00e9, les titres sont, dans l\u2019intervalle, inscrits au hors bilan dans les postes 'Titres \u00e0 livrer' ou 'Titres \u00e0 recevoir'.</p></div>\nLes comptes de n\u00e9gociation et de r\u00e8glement englobent \u00e9galement les op\u00e9rations sur titres (coupons, souscription \u2026) \u00e9chues et non encore d\u00e9nou\u00e9es (cas de certaines places \u00e9trang\u00e8res).<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_220429\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.5</span></span>COMPTES DE N\u00e9GOCIATION ET DE R\u00e9GLEMENT</h3></div>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\"><p id=\"p_220489\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_220594\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220604\" style=\"text-align: center; \">Actif</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220629\" style=\"text-align: center; \">Passif</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_header\" style=\" height:1.55vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_220651\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220664\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220682\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220691\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220701\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_220712\">Comptes de n\u00e9gociation et r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220729\">6\u00a0341</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220743\">9\u00a0364</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220755\">14\u00a0930</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220769\">15\u00a0134</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_220784\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220794\">6\u00a0341</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220808\">9\u00a0364</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220820\">14\u00a0930</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220834\">15\u00a0134</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_220866\">Les comptes de n\u00e9gociation et de r\u00e8glement r\u00e9sultent des op\u00e9rations sur titres men\u00e9es par Bourse Direct dans le cadre de son activit\u00e9 de compensateur-n\u00e9gociateur et constituent principalement des comptes de suspens techniques vis-\u00e0-vis du march\u00e9.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572851\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.10</span></span>AUTRES PASSIFS ET COMPTES DE R\u00e9GULARISATION</h3></div>\n<div class=\"Normal\"><p id=\"p_225342\">Les autres passifs et comptes de r\u00e9gularisation s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_225469\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_225483\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_225494\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225505\">Fournisseurs</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225515\">2\u00a0889</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225529\">2\u00a0985</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225543\">Dettes envers le personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225565\">5\u00a0402</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225579\">4\u00a0230</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225593\">Dettes sociales et fiscales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225609\">5\u00a0050</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225624\">3\u00a0880</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225639\">D\u00e9p\u00f4ts de garantie clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225655\">8\u00a0109</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225670\">10\u00a0896</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225685\">Cr\u00e9diteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225697\">66</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225708\">58</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225720\">Autres passifs</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225736\">21\u00a0516</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225751\">22\u00a0049</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225766\">Charges \u00e0 payer</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225780\">1\u00a0029</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225792\">771</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225804\">Produits diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225816\">45</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225827\">93</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225838\">Comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225856\">1\u00a0074</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225868\">864</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_225880\">Total autres passifs et comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_225906\">22\u00a0590</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_225921\">22\u00a0913</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_225952\">Les autres passifs sont tous \u00e0 \u00e9ch\u00e9ance de moins d'un an.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_226041\">Les sommes pr\u00e9sent\u00e9es sous la rubrique \u00ab d\u00e9p\u00f4ts de garantie clients \u00bb correspondent aux sommes donn\u00e9es en garantie par les clients dans le cadre de leur activit\u00e9 \u00e0 r\u00e8glement diff\u00e9r\u00e9 et sur les march\u00e9s d\u00e9riv\u00e9s.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherPayablesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911085_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_212323\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Comptes de n\u00e9gociation et de r\u00e8glement</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212352\">Ces postes recouvrent les comptes de n\u00e9gociation et de r\u00e8glement qui enregistrent, au prix de transaction, d\u00e8s la date de transfert de propri\u00e9t\u00e9, l\u2019ensemble des achats et des ventes d\u2019instruments financiers pour compte propre ou pour compte de tiers, dont les op\u00e9rations de livraison et de r\u00e8glement ne sont pas encore d\u00e9nou\u00e9es. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212776\">Lorsque la date de transfert de propri\u00e9t\u00e9 est post\u00e9rieure \u00e0 la date d\u2019arr\u00eat\u00e9, les titres sont, dans l\u2019intervalle, inscrits au hors bilan dans les postes 'Titres \u00e0 livrer' ou 'Titres \u00e0 recevoir'.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_213037\">Les comptes de n\u00e9gociation et de r\u00e8glement englobent \u00e9galement les op\u00e9rations sur titres (coupons, souscription \u2026) \u00e9chues et non encore d\u00e9nou\u00e9es (cas de certaines places \u00e9trang\u00e8res). </p></div>\n<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_220429\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.5</span></span>COMPTES DE N\u00e9GOCIATION ET DE R\u00e9GLEMENT</h3></div>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\"><p id=\"p_220489\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_220594\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220604\" style=\"text-align: center; \">Actif</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220629\" style=\"text-align: center; \">Passif</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_header\" style=\" height:1.55vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_220651\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220664\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220682\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220691\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_220701\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_220712\">Comptes de n\u00e9gociation et r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220729\">6\u00a0341</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220743\">9\u00a0364</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220755\">14\u00a0930</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_220769\">15\u00a0134</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_220784\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220794\">6\u00a0341</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220808\">9\u00a0364</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220820\">14\u00a0930</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_220834\">15\u00a0134</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_220866\">Les comptes de n\u00e9gociation et de r\u00e8glement r\u00e9sultent des op\u00e9rations sur titres men\u00e9es par Bourse Direct dans le cadre de son activit\u00e9 de compensateur-n\u00e9gociateur et constituent principalement des comptes de suspens techniques vis-\u00e0-vis du march\u00e9.</p></div>\n<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581704\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.8</span></span>Pr\u00eats et cr\u00e9ances sur la client\u00e8le et dettes envers\u00a0la\u00a0client\u00e8le</h3></div>\n<div class=\"Normal\"><p id=\"p_223514\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.56vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_223630\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_223643\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_223654\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223665\">Actifs</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223679\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223689\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223699\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223717\">1\u00a0031</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223731\">1\u00a0253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223745\">Cr\u00e9ances clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223757\">20\u00a0325</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223772\">24\u00a0627</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223786\">Dont Cr\u00e9ances clients douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223825\">671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223836\">442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223850\">D\u00e9pr\u00e9ciation de cr\u00e9ances douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223866\">-671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223879\">-442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_223892\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_223906\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_223921\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223936\">Passif</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223950\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223960\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223970\">Comptes courants vis-\u00e0-vis de soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223990\">333</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224002\">443</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224014\">Clients de la soci\u00e9t\u00e9 de bourse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224034\">39</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224045\">57</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224056\">Avoirs de la client\u00e8le <span style=\"font-size: 0.71vw; line-height: 1.09vw; \">(1)</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224076\">1\u00a0002\u00a0117</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224094\">1\u00a0119\u00a0960</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224112\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224125\">1\u00a0002\u00a0489</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224143\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224178\"><span style=\"font-size: 0.92vw; line-height: 1.37vw; \">(1) Ce poste est compos\u00e9 des d\u00e9p\u00f4ts clients \u00e0 vue et des PEA</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_224189\"><span style=\"word-spacing: -0.0520em; \">Ces cr\u00e9ances et ces dettes ont une \u00e9ch\u00e9ance de moins d\u2019un an exception faite de cr\u00e9ances clients d\u2019un montant total de 671 k\u20ac euros au 31\u00a0d\u00e9cembre 2024. Ces cr\u00e9ances clients \u00e0 plus d\u2019un an sont consid\u00e9r\u00e9es comme en d\u00e9faut et font l\u2019objet d\u2019une d\u00e9pr\u00e9ciation \u00e0 100 % pour la part non couverte par les garanties obtenues par la soci\u00e9t\u00e9 lorsqu\u2019une esp\u00e9rance de recouvrement existe ; dans le cas contraire, ces cr\u00e9ances sont pass\u00e9es en perte (cf. note 4.2.25).</span></p></div>\n<div class=\"Title3\" style=\"text-indent: -7.15vw; padding-left: 7.15vw; margin-bottom: 2.12vw; \"><h3 id=\"p_250651\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.21</span></span>CO\u00fbT DU RISQUE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250686\">Ce poste d\u2019un montant de -228 k\u20ac en 2024, contre  -141 k\u20ac en 2023, est principalement constitu\u00e9 de dotations et de reprises de d\u00e9pr\u00e9ciation de cr\u00e9ances de clients.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTradeAndOtherReceivablesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23363363391976963_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_212323\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Comptes de n\u00e9gociation et de r\u00e8glement</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212352\">Ces postes recouvrent les comptes de n\u00e9gociation et de r\u00e8glement qui enregistrent, au prix de transaction, d\u00e8s la date de transfert de propri\u00e9t\u00e9, l\u2019ensemble des achats et des ventes d\u2019instruments financiers pour compte propre ou pour compte de tiers, dont les op\u00e9rations de livraison et de r\u00e8glement ne sont pas encore d\u00e9nou\u00e9es. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212776\">Lorsque la date de transfert de propri\u00e9t\u00e9 est post\u00e9rieure \u00e0 la date d\u2019arr\u00eat\u00e9, les titres sont, dans l\u2019intervalle, inscrits au hors bilan dans les postes 'Titres \u00e0 livrer' ou 'Titres \u00e0 recevoir'.</p></div>\nLes comptes de n\u00e9gociation et de r\u00e8glement englobent \u00e9galement les op\u00e9rations sur titres (coupons, souscription \u2026) \u00e9chues et non encore d\u00e9nou\u00e9es (cas de certaines places \u00e9trang\u00e8res).",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherPayablesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23363318582075111_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_212323\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Comptes de n\u00e9gociation et de r\u00e8glement</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212352\">Ces postes recouvrent les comptes de n\u00e9gociation et de r\u00e8glement qui enregistrent, au prix de transaction, d\u00e8s la date de transfert de propri\u00e9t\u00e9, l\u2019ensemble des achats et des ventes d\u2019instruments financiers pour compte propre ou pour compte de tiers, dont les op\u00e9rations de livraison et de r\u00e8glement ne sont pas encore d\u00e9nou\u00e9es. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_212776\">Lorsque la date de transfert de propri\u00e9t\u00e9 est post\u00e9rieure \u00e0 la date d\u2019arr\u00eat\u00e9, les titres sont, dans l\u2019intervalle, inscrits au hors bilan dans les postes 'Titres \u00e0 livrer' ou 'Titres \u00e0 recevoir'.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_213037\">Les comptes de n\u00e9gociation et de r\u00e8glement englobent \u00e9galement les op\u00e9rations sur titres (coupons, souscription \u2026) \u00e9chues et non encore d\u00e9nou\u00e9es (cas de certaines places \u00e9trang\u00e8res). </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForTradeAndOtherReceivablesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911143_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214515\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs et passifs \u00e9ventuels</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214552\">Les actifs et passifs \u00e9ventuels r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s et dont l\u2019existence ne sera confirm\u00e9e que par la survenance, ou non, d\u2019un ou plusieurs \u00e9v\u00e9nements futurs incertains qui ne sont pas totalement sous le contr\u00f4le du Groupe sont pr\u00e9sent\u00e9s en note annexe aux \u00e9tats financiers.</p></div>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Title4\" style=\"text-indent: -7.47vw; padding-left: 7.47vw; \"><h4 id=\"p_253488\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.24.1</span></span>Engagements hors-bilan</h4></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.42vw; border-bottom-style: SOLID; margin-bottom: 0.42vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:1.32vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_253551\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:1.32vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_253566\">31.12.2024</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:1.32vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_253577\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_special2_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_253588\">Engagements donn\u00e9s</p></div>\n</th>\n<td class=\"Table5_special2_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_253604\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\"><p id=\"p_253614\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253624\">Titres en conservation</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253638\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253648\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253658\">Titres \u00e0 livrer</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253673\">56\u00a0404</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253688\">72\u00a0405</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253703\">Garantie \u00e0 1ere demande donn\u00e9e</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253723\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253733\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253743\">Autres engagements donn\u00e9s</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253757\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253767\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_253778\">Total</p></div>\n</th>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_253792\">56\u00a0404</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_253807\">72\u00a0405</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special2_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_253822\">Engagements re\u00e7us</p></div>\n</th>\n<td class=\"Table5_special2_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_253838\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\"><p id=\"p_253848\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253858\">Titres \u00e0 recevoir</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253872\">43\u00a0781</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253887\">63\u00a0090</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253902\">D\u00e9couvert autoris\u00e9 des banques</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253920\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253930\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253939\">Caution re\u00e7ue sur d\u00e9couvert autoris\u00e9</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253956\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253965\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253974\">Caution re\u00e7ue sur garantie \u00e0 1\u00e8re demande</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253995\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_254004\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_254013\">Autres garanties re\u00e7ues de la client\u00e8le</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_254032\">59\u00a0768</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_254046\">89\u00a0133</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_254060\">Autres engagements re\u00e7us</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_254073\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_254082\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_254091\">Total</p></div>\n</th>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_254104\">103\u00a0549</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_254119\">152\u00a0223</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254152\">Les titres \u00e0 livrer et \u00e0 recevoir refl\u00e8tent les op\u00e9rations d\u2019achats et de ventes de titres pour le compte des clients de la soci\u00e9t\u00e9 non d\u00e9nou\u00e9es \u00e0 la cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-top: -0.71vw; padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254353\">Les titres d\u00e9tenus en conservation pour le compte des clients repr\u00e9sentent 7 914 millions d\u2019euros au 31 d\u00e9cembre 2024 et 6 390 millions d\u2019euros au 31\u00a0d\u00e9cembre 2023. Le stock de titres de la client\u00e8le pr\u00eat\u00e9 dans le cadre du service de pr\u00eat de titres s'\u00e9l\u00e8ve \u00e0 24,8 millions d'euros au 31 d\u00e9cembre 2024.</p></div>\n<div class=\"Normal\" style=\"padding-top: -0.71vw; padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_254585\">L\u2019acquisition de la soci\u00e9t\u00e9 Exo\u00e9 a fait l\u2019objet d\u2019une garantie de passif et d\u2019autres engagements.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCommitmentsAndContingentLiabilitiesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19445440079133740_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214515\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs et passifs \u00e9ventuels</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214552\">Les actifs et passifs \u00e9ventuels r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s et dont l\u2019existence ne sera confirm\u00e9e que par la survenance, ou non, d\u2019un ou plusieurs \u00e9v\u00e9nements futurs incertains qui ne sont pas totalement sous le contr\u00f4le du Groupe sont pr\u00e9sent\u00e9s en note annexe aux \u00e9tats financiers.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForContingentLiabilitiesAndContingentAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19443572563642445_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214515\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actifs et passifs \u00e9ventuels</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_214552\">Les actifs et passifs \u00e9ventuels r\u00e9sultant d\u2019\u00e9v\u00e9nements pass\u00e9s et dont l\u2019existence ne sera confirm\u00e9e que par la survenance, ou non, d\u2019un ou plusieurs \u00e9v\u00e9nements futurs incertains qui ne sont pas totalement sous le contr\u00f4le du Groupe sont pr\u00e9sent\u00e9s en note annexe aux \u00e9tats financiers.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfContingentLiabilitiesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911061_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214668\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Reconnaissance des revenus nets</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214714\">Le Produit Net Bancaire est principalement compos\u00e9 des revenus d\u2019exploitation, des frais de compensation, des revenus de tr\u00e9sorerie et des revenus connexes.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214762\">Le Groupe enregistre en r\u00e9sultat les produits lorsque ce dernier a rempli son obligation de prestation de service aupr\u00e8s du client. Les revenus r\u00e9mun\u00e9rant des services sont enregistr\u00e9s en r\u00e9sultat lors du passage d'ordres pour les produits de commissions et les revenus r\u00e9mun\u00e9rant des services rendus \u00e0 un moment pr\u00e9cis sont enregistr\u00e9s en r\u00e9sultat lorsque la prestation est rendue. A ce titre, le Groupe agit en tant qu'\"agent au regard des dispositions de la norme IFRS\u00a015. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598298\">Les revenus d'exploitation bancaire regroup\u00e9s sous la rubrique \"Commissions - Produits\" sont essentiellement constitu\u00e9s par :</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214888\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les commissions et courtages,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214904\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les revenus du SRD et du ROR,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214925\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les droits de garde,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_214940\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres prestations avec  la client\u00e8le.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_214962\">Les revenus connexes aux services d\u2019investissement, correspondant aux activit\u00e9s suivantes qui se situent dans le prolongement des activit\u00e9s de Bourse Direct sont regroup\u00e9s sous la rubrique \u00ab Autres produits d\u2019exploitation bancaire\u00a0\u00bb :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215032\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les r\u00e9mun\u00e9rations de comptes clients,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215048\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les produits d\u2019activit\u00e9s annexes,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_215062\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres produits financiers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215076\">Les revenus de tr\u00e9sorerie sont reconnus sur la base du taux d\u2019int\u00e9r\u00eat applicable \u00e0 la date d\u2019arr\u00eat\u00e9, compte tenu du fait que les placements sont maintenus jusqu\u2019\u00e0 leur \u00e9ch\u00e9ance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215309\">Le chiffre d\u2019affaires est la somme des produits de commissions, des revenus connexes, des revenus de tr\u00e9sorerie ainsi que des gains sur op\u00e9rations de portefeuille de n\u00e9gociation li\u00e9s \u00e0 l\u2019activit\u00e9 clients.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_215566\">Les frais de compensation, tenue de comptes et de n\u00e9gociation vers\u00e9s \u00e0 l'interm\u00e9diaire qui ex\u00e9cute les ordres de clients sur le march\u00e9, ainsi que la r\u00e9mun\u00e9ration des diff\u00e9rents interm\u00e9diaires figurent en charges d'exploitation bancaire sous la rubrique \"Commissions - Charges\" et sont comptabilis\u00e9s concomitamment \u00e0 la transaction.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_583019\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.18</span></span>PRODUIT NET BANCAIRE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_248552\">Le produit net bancaire s\u2019\u00e9tablit \u00e0 70 369 k\u20ac euros en 2024, \u00e0 comparer \u00e0 62 273 k\u20ac en 2023, soit une hausse de 13,2\u00a0%. Les principales composantes du produit net bancaire sont les suivantes :</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_248865\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des produits de commission qui s\u2019\u00e9tablissent \u00e0 35 179 k\u20ac en 2024, contre 34 090 k\u20ac en 2023 ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_249015\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des frais d\u2019ex\u00e9cutions des transactions pour un montant de 4 238 k\u20ac euros en 2024, contre 4 308 k\u20ac euros en\u00a02023 ;</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_249183\">Les autres revenus proviennent essentiellement de produits de tr\u00e9sorerie et de tenue de comptes. Les autres produits d\u2019exploitation sont, quant \u00e0 eux, pr\u00e9sent\u00e9s en note 4.2.19.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_249401\">Le chiffre d'affaires s'\u00e9l\u00e8ve \u00e0 75 382 k\u20ac en 2024 contre 66 642 k\u20ac en 2023.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFeeAndCommissionIncomeExpenseExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911049_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214668\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Reconnaissance des revenus nets</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214714\">Le Produit Net Bancaire est principalement compos\u00e9 des revenus d\u2019exploitation, des frais de compensation, des revenus de tr\u00e9sorerie et des revenus connexes.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214762\">Le Groupe enregistre en r\u00e9sultat les produits lorsque ce dernier a rempli son obligation de prestation de service aupr\u00e8s du client. Les revenus r\u00e9mun\u00e9rant des services sont enregistr\u00e9s en r\u00e9sultat lors du passage d'ordres pour les produits de commissions et les revenus r\u00e9mun\u00e9rant des services rendus \u00e0 un moment pr\u00e9cis sont enregistr\u00e9s en r\u00e9sultat lorsque la prestation est rendue. A ce titre, le Groupe agit en tant qu'\"agent au regard des dispositions de la norme IFRS\u00a015. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598298\">Les revenus d'exploitation bancaire regroup\u00e9s sous la rubrique \"Commissions - Produits\" sont essentiellement constitu\u00e9s par :</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214888\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les commissions et courtages,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214904\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les revenus du SRD et du ROR,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214925\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les droits de garde,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_214940\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres prestations avec  la client\u00e8le.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_214962\">Les revenus connexes aux services d\u2019investissement, correspondant aux activit\u00e9s suivantes qui se situent dans le prolongement des activit\u00e9s de Bourse Direct sont regroup\u00e9s sous la rubrique \u00ab Autres produits d\u2019exploitation bancaire\u00a0\u00bb :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215032\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les r\u00e9mun\u00e9rations de comptes clients,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215048\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les produits d\u2019activit\u00e9s annexes,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_215062\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres produits financiers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215076\">Les revenus de tr\u00e9sorerie sont reconnus sur la base du taux d\u2019int\u00e9r\u00eat applicable \u00e0 la date d\u2019arr\u00eat\u00e9, compte tenu du fait que les placements sont maintenus jusqu\u2019\u00e0 leur \u00e9ch\u00e9ance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215309\">Le chiffre d\u2019affaires est la somme des produits de commissions, des revenus connexes, des revenus de tr\u00e9sorerie ainsi que des gains sur op\u00e9rations de portefeuille de n\u00e9gociation li\u00e9s \u00e0 l\u2019activit\u00e9 clients.</p></div>\nLes frais de compensation, tenue de comptes et de n\u00e9gociation vers\u00e9s \u00e0 l'interm\u00e9diaire qui ex\u00e9cute les ordres de clients sur le march\u00e9, ainsi que la r\u00e9mun\u00e9ration des diff\u00e9rents interm\u00e9diaires figurent en charges d'exploitation bancaire sous la rubrique \"Commissions - Charges\" et sont comptabilis\u00e9s concomitamment \u00e0 la transaction<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_583019\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.18</span></span>PRODUIT NET BANCAIRE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_248552\">Le produit net bancaire s\u2019\u00e9tablit \u00e0 70 369 k\u20ac euros en 2024, \u00e0 comparer \u00e0 62 273 k\u20ac en 2023, soit une hausse de 13,2\u00a0%. Les principales composantes du produit net bancaire sont les suivantes :</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_248865\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des produits de commission qui s\u2019\u00e9tablissent \u00e0 35 179 k\u20ac en 2024, contre 34 090 k\u20ac en 2023 ;</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_249015\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>des frais d\u2019ex\u00e9cutions des transactions pour un montant de 4 238 k\u20ac euros en 2024, contre 4 308 k\u20ac euros en\u00a02023 ;</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_249183\">Les autres revenus proviennent essentiellement de produits de tr\u00e9sorerie et de tenue de comptes. Les autres produits d\u2019exploitation sont, quant \u00e0 eux, pr\u00e9sent\u00e9s en note 4.2.19.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_249401\">Le chiffre d'affaires s'\u00e9l\u00e8ve \u00e0 75 382 k\u20ac en 2024 contre 66 642 k\u20ac en 2023.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRevenueExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18946952487073553_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214668\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Reconnaissance des revenus nets</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214714\">Le Produit Net Bancaire est principalement compos\u00e9 des revenus d\u2019exploitation, des frais de compensation, des revenus de tr\u00e9sorerie et des revenus connexes.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214762\">Le Groupe enregistre en r\u00e9sultat les produits lorsque ce dernier a rempli son obligation de prestation de service aupr\u00e8s du client. Les revenus r\u00e9mun\u00e9rant des services sont enregistr\u00e9s en r\u00e9sultat lors du passage d'ordres pour les produits de commissions et les revenus r\u00e9mun\u00e9rant des services rendus \u00e0 un moment pr\u00e9cis sont enregistr\u00e9s en r\u00e9sultat lorsque la prestation est rendue. A ce titre, le Groupe agit en tant qu'\"agent au regard des dispositions de la norme IFRS\u00a015. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598298\">Les revenus d'exploitation bancaire regroup\u00e9s sous la rubrique \"Commissions - Produits\" sont essentiellement constitu\u00e9s par :</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214888\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les commissions et courtages,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214904\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les revenus du SRD et du ROR,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214925\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les droits de garde,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_214940\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres prestations avec  la client\u00e8le.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_214962\">Les revenus connexes aux services d\u2019investissement, correspondant aux activit\u00e9s suivantes qui se situent dans le prolongement des activit\u00e9s de Bourse Direct sont regroup\u00e9s sous la rubrique \u00ab Autres produits d\u2019exploitation bancaire\u00a0\u00bb :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215032\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les r\u00e9mun\u00e9rations de comptes clients,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215048\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les produits d\u2019activit\u00e9s annexes,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_215062\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres produits financiers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215076\">Les revenus de tr\u00e9sorerie sont reconnus sur la base du taux d\u2019int\u00e9r\u00eat applicable \u00e0 la date d\u2019arr\u00eat\u00e9, compte tenu du fait que les placements sont maintenus jusqu\u2019\u00e0 leur \u00e9ch\u00e9ance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215309\">Le chiffre d\u2019affaires est la somme des produits de commissions, des revenus connexes, des revenus de tr\u00e9sorerie ainsi que des gains sur op\u00e9rations de portefeuille de n\u00e9gociation li\u00e9s \u00e0 l\u2019activit\u00e9 clients.</p></div>\nLes frais de compensation, tenue de comptes et de n\u00e9gociation vers\u00e9s \u00e0 l'interm\u00e9diaire qui ex\u00e9cute les ordres de clients sur le march\u00e9, ainsi que la r\u00e9mun\u00e9ration des diff\u00e9rents interm\u00e9diaires figurent en charges d'exploitation bancaire sous la rubrique \"Commissions - Charges\" et sont comptabilis\u00e9s concomitamment \u00e0 la transaction",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForRecognitionOfRevenue",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19447632688730377_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_214668\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Reconnaissance des revenus nets</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214714\">Le Produit Net Bancaire est principalement compos\u00e9 des revenus d\u2019exploitation, des frais de compensation, des revenus de tr\u00e9sorerie et des revenus connexes.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_214762\">Le Groupe enregistre en r\u00e9sultat les produits lorsque ce dernier a rempli son obligation de prestation de service aupr\u00e8s du client. Les revenus r\u00e9mun\u00e9rant des services sont enregistr\u00e9s en r\u00e9sultat lors du passage d'ordres pour les produits de commissions et les revenus r\u00e9mun\u00e9rant des services rendus \u00e0 un moment pr\u00e9cis sont enregistr\u00e9s en r\u00e9sultat lorsque la prestation est rendue. A ce titre, le Groupe agit en tant qu'\"agent au regard des dispositions de la norme IFRS\u00a015. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_598298\">Les revenus d'exploitation bancaire regroup\u00e9s sous la rubrique \"Commissions - Produits\" sont essentiellement constitu\u00e9s par :</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214888\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les commissions et courtages,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214904\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les revenus du SRD et du ROR,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 0.71vw; \"><p id=\"p_214925\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les droits de garde,</p></div>\n<div class=\"Normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; margin-bottom: 1.41vw; \"><p id=\"p_214940\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres prestations avec  la client\u00e8le.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_214962\">Les revenus connexes aux services d\u2019investissement, correspondant aux activit\u00e9s suivantes qui se situent dans le prolongement des activit\u00e9s de Bourse Direct sont regroup\u00e9s sous la rubrique \u00ab Autres produits d\u2019exploitation bancaire\u00a0\u00bb :</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215032\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les r\u00e9mun\u00e9rations de comptes clients,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 0.71vw; \"><p id=\"p_215048\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les produits d\u2019activit\u00e9s annexes,</p></div>\n<div class=\"Normal\" style=\"text-indent: -1.11vw; padding-left: 1.11vw; margin-bottom: 1.41vw; \"><p id=\"p_215062\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres produits financiers.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215076\">Les revenus de tr\u00e9sorerie sont reconnus sur la base du taux d\u2019int\u00e9r\u00eat applicable \u00e0 la date d\u2019arr\u00eat\u00e9, compte tenu du fait que les placements sont maintenus jusqu\u2019\u00e0 leur \u00e9ch\u00e9ance.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215309\">Le chiffre d\u2019affaires est la somme des produits de commissions, des revenus connexes, des revenus de tr\u00e9sorerie ainsi que des gains sur op\u00e9rations de portefeuille de n\u00e9gociation li\u00e9s \u00e0 l\u2019activit\u00e9 clients.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_215566\">Les frais de compensation, tenue de comptes et de n\u00e9gociation vers\u00e9s \u00e0 l'interm\u00e9diaire qui ex\u00e9cute les ordres de clients sur le march\u00e9, ainsi que la r\u00e9mun\u00e9ration des diff\u00e9rents interm\u00e9diaires figurent en charges d'exploitation bancaire sous la rubrique \"Commissions - Charges\" et sont comptabilis\u00e9s concomitamment \u00e0 la transaction.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForFeeAndCommissionIncomeAndExpenseExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911042_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_215670\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Imp\u00f4t sur les b\u00e9n\u00e9fices </h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215690\">Cette rubrique comprend l\u2019imp\u00f4t exigible ainsi que l\u2019imp\u00f4t diff\u00e9r\u00e9 sur les b\u00e9n\u00e9fices. L\u2019effet fiscal des \u00e9l\u00e9ments comptabilis\u00e9s directement dans les capitaux propres consolid\u00e9s est enregistr\u00e9 dans les capitaux propres consolid\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215931\">L\u2019imp\u00f4t exigible est le montant des imp\u00f4ts sur le b\u00e9n\u00e9fice payable au titre du b\u00e9n\u00e9fice imposable de la p\u00e9riode calcul\u00e9 en utilisant les taux d\u2019imp\u00f4t qui ont \u00e9t\u00e9 adopt\u00e9s ou quasi adopt\u00e9s \u00e0 la date de cl\u00f4ture ainsi que les ajustements d\u2019imp\u00f4ts d\u2019ann\u00e9es pr\u00e9c\u00e9dentes. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_587415\">Des imp\u00f4ts diff\u00e9r\u00e9s sont constat\u00e9s sur les diff\u00e9rences temporelles entre la valeur comptable d\u2019un actif ou d\u2019un passif au bilan et sa base fiscale. Les imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s selon la m\u00e9thode du report variable sur la base des taux d\u2019imposition attendus lors de la r\u00e9alisation des actifs ou le r\u00e8glement des passifs. Tout changement du taux d\u2019imposition est enregistr\u00e9 au compte de r\u00e9sultat sauf s\u2019il est relatif directement \u00e0 des \u00e9l\u00e9ments de capitaux propres ou comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global. Des imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s et comptabilis\u00e9s sur toutes les diff\u00e9rences temporelles imposables, \u00e0 l\u2019exception des goodwills non d\u00e9ductibles. Les imp\u00f4ts diff\u00e9r\u00e9s actifs sont enregistr\u00e9s sur toutes les diff\u00e9rences temporelles d\u00e9ductibles, d\u00e8s lors qu\u2019il est probable de les r\u00e9cup\u00e9rer \u00e0 un horizon pr\u00e9visible gr\u00e2ce \u00e0 l\u2019existence de b\u00e9n\u00e9fices futurs. Dans le cas contraire, ils ne sont retenus qu\u2019\u00e0 hauteur des passifs d\u2019imp\u00f4ts diff\u00e9r\u00e9s pour une m\u00eame entit\u00e9 fiscale.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.57vw; padding-left: 7.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_250775\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.22</span></span>IMP\u00f4T SUR LES B\u00e9N\u00e9FICES</h3></div>\n<div class=\"Normal\"><p id=\"p_250801\">La charge d\u2019imp\u00f4t de l\u2019exercice se compose des \u00e9l\u00e9ments suivants :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_250933\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_250947\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_250958\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250968\">Charge d'imp\u00f4ts courants</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_250982\">6\u00a0780</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250996\">5\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251009\">Charges / (Produits) d'imp\u00f4ts diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_251027\">-74</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251040\">-326</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_251051\">Imp\u00f4ts sur le b\u00e9n\u00e9fice</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_251071\">6\u00a0706</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_251085\">5\u00a0615</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_251116\">Aucune charge d\u2019imp\u00f4t relative au r\u00e9sultat exceptionnel n\u2019est \u00e0 constater. </p></div>\n<div class=\"Normal\"><p id=\"p_583175\"><span style=\"letter-spacing: -0.01em; \">L\u2019\u00e9cart entre le taux d\u2019imposition effectif et le taux d\u2019imposition normatif de Bourse Direct peut s\u2019analyser comme suit\u00a0:</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_251233\"></p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_365006\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_251243\" style=\"text-align: center; \">2023</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_365020\">%</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_365027\">En milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_251300\">%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_251334\">En milliers d'euros</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251348\">R\u00e9sultat avant imp\u00f4ts</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365034\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365041\">25\u00a0992</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251362\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251397\">21\u00a0734</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251411\">Ajustement de la quote-part des soci\u00e9t\u00e9s associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365048\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365055\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251437\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251467\">3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251478\">R\u00e9sultat avant imp\u00f4ts et quote-part dans le r\u00e9sultat des soci\u00e9t\u00e9s associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365062\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365069\">25\u00a0992</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251512\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251547\">21\u00a0731</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_251561\">Taux d\u2019imposition normatif\u00a0</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_365076\">25,67%</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_365083\">6\u00a0670</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_251579\">25,67%</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_251621\">5\u00a0580</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251635\">Effet fiscal des \u00e9l\u00e9ments suivants\u00a0:</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365090\">0,00%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365097\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_251654\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_251678\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251687\">Effet fiscal des produits non imposables</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365104\">0,00%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365111\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251707\">-0,01%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251743\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251755\">Effet fiscal des charges non d\u00e9ductibles</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365118\">0,06%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365125\">14</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251775\">0,10%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251811\">22</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251822\">Imp\u00f4ts concernant les exercices ant\u00e9rieurs</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365132\">0,00%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365139\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251840\">0,38%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251874\">83</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251884\">Divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365146\">0,09%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365153\">20</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251894\">-0,31%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251936\">-67</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_251948\">Taux d\u2019imposition effectif du Groupe</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_365160\">25,80%</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_365167\">6\u00a0706</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_251969\">25,83%</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_252012\">5\u00a0615</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_252043\">Conform\u00e9ment aux dispositions fiscales fran\u00e7aises, le taux normal de l\u2019imp\u00f4t sur les soci\u00e9t\u00e9s \u00e9tait de 25,0 % en 2024 (contre 25,0 % en 2023) auquel s\u2019ajoute la contribution sociale sur les b\u00e9n\u00e9fices de 3,3 %, soit un taux de 25,67 % en 2024.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_252159\">Le taux moyen d\u2019imposition consolid\u00e9 normatif est calcul\u00e9 comme la moyenne pond\u00e9r\u00e9e des taux d\u2019imposition en vigueur pour chacune des filiales.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\"><p id=\"p_598940\">Celui-ci varie d\u2019un exercice \u00e0 l\u2019autre en fonction du poids relatif de chaque entit\u00e9 individuelle dans le r\u00e9sultat avant imp\u00f4ts du Groupe, ainsi que des changements de taux d\u2019imposition des filiales\u00a0op\u00e9rationnelles.</p></div>\n</div></div><div class=\"Normal\"><p id=\"p_252273\">Des imp\u00f4ts diff\u00e9r\u00e9s ont \u00e9t\u00e9 comptabilis\u00e9s sur les autres \u00e9l\u00e9ments du r\u00e9sultat global comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_252338\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_252352\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_252363\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_252373\">Ecarts actuariels des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_252395\">-40</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_252405\">352</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_252415\">Autres</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_252425\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_252435\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_252445\">Total charges / (produits) d'imp\u00f4ts diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_252469\">-40</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_252479\">352</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIncomeTaxExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18947044440432783_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_215670\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Imp\u00f4t sur les b\u00e9n\u00e9fices </h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215690\">Cette rubrique comprend l\u2019imp\u00f4t exigible ainsi que l\u2019imp\u00f4t diff\u00e9r\u00e9 sur les b\u00e9n\u00e9fices. L\u2019effet fiscal des \u00e9l\u00e9ments comptabilis\u00e9s directement dans les capitaux propres consolid\u00e9s est enregistr\u00e9 dans les capitaux propres consolid\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_215931\">L\u2019imp\u00f4t exigible est le montant des imp\u00f4ts sur le b\u00e9n\u00e9fice payable au titre du b\u00e9n\u00e9fice imposable de la p\u00e9riode calcul\u00e9 en utilisant les taux d\u2019imp\u00f4t qui ont \u00e9t\u00e9 adopt\u00e9s ou quasi adopt\u00e9s \u00e0 la date de cl\u00f4ture ainsi que les ajustements d\u2019imp\u00f4ts d\u2019ann\u00e9es pr\u00e9c\u00e9dentes. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_587415\">Des imp\u00f4ts diff\u00e9r\u00e9s sont constat\u00e9s sur les diff\u00e9rences temporelles entre la valeur comptable d\u2019un actif ou d\u2019un passif au bilan et sa base fiscale. Les imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s selon la m\u00e9thode du report variable sur la base des taux d\u2019imposition attendus lors de la r\u00e9alisation des actifs ou le r\u00e8glement des passifs. Tout changement du taux d\u2019imposition est enregistr\u00e9 au compte de r\u00e9sultat sauf s\u2019il est relatif directement \u00e0 des \u00e9l\u00e9ments de capitaux propres ou comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global. Des imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s et comptabilis\u00e9s sur toutes les diff\u00e9rences temporelles imposables, \u00e0 l\u2019exception des goodwills non d\u00e9ductibles. Les imp\u00f4ts diff\u00e9r\u00e9s actifs sont enregistr\u00e9s sur toutes les diff\u00e9rences temporelles d\u00e9ductibles, d\u00e8s lors qu\u2019il est probable de les r\u00e9cup\u00e9rer \u00e0 un horizon pr\u00e9visible gr\u00e2ce \u00e0 l\u2019existence de b\u00e9n\u00e9fices futurs. Dans le cas contraire, ils ne sont retenus qu\u2019\u00e0 hauteur des passifs d\u2019imp\u00f4ts diff\u00e9r\u00e9s pour une m\u00eame entit\u00e9 fiscale.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForIncomeTaxExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911108_0": {
   "value": "<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_587415\">Des imp\u00f4ts diff\u00e9r\u00e9s sont constat\u00e9s sur les diff\u00e9rences temporelles entre la valeur comptable d\u2019un actif ou d\u2019un passif au bilan et sa base fiscale. Les imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s selon la m\u00e9thode du report variable sur la base des taux d\u2019imposition attendus lors de la r\u00e9alisation des actifs ou le r\u00e8glement des passifs. Tout changement du taux d\u2019imposition est enregistr\u00e9 au compte de r\u00e9sultat sauf s\u2019il est relatif directement \u00e0 des \u00e9l\u00e9ments de capitaux propres ou comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global. Des imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s et comptabilis\u00e9s sur toutes les diff\u00e9rences temporelles imposables, \u00e0 l\u2019exception des goodwills non d\u00e9ductibles. Les imp\u00f4ts diff\u00e9r\u00e9s actifs sont enregistr\u00e9s sur toutes les diff\u00e9rences temporelles d\u00e9ductibles, d\u00e8s lors qu\u2019il est probable de les r\u00e9cup\u00e9rer \u00e0 un horizon pr\u00e9visible gr\u00e2ce \u00e0 l\u2019existence de b\u00e9n\u00e9fices futurs. Dans le cas contraire, ils ne sont retenus qu\u2019\u00e0 hauteur des passifs d\u2019imp\u00f4ts diff\u00e9r\u00e9s pour une m\u00eame entit\u00e9 fiscale.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.57vw; padding-left: 7.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_250775\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.22</span></span>IMP\u00f4T SUR LES B\u00e9N\u00e9FICES</h3></div>\n<div class=\"Normal\"><p id=\"p_250801\">La charge d\u2019imp\u00f4t de l\u2019exercice se compose des \u00e9l\u00e9ments suivants :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_250933\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_250947\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_250958\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250968\">Charge d'imp\u00f4ts courants</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_250982\">6\u00a0780</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250996\">5\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251009\">Charges / (Produits) d'imp\u00f4ts diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_251027\">-74</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251040\">-326</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_251051\">Imp\u00f4ts sur le b\u00e9n\u00e9fice</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_251071\">6\u00a0706</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_251085\">5\u00a0615</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_251116\">Aucune charge d\u2019imp\u00f4t relative au r\u00e9sultat exceptionnel n\u2019est \u00e0 constater. </p></div>\n<div class=\"Normal\"><p id=\"p_583175\"><span style=\"letter-spacing: -0.01em; \">L\u2019\u00e9cart entre le taux d\u2019imposition effectif et le taux d\u2019imposition normatif de Bourse Direct peut s\u2019analyser comme suit\u00a0:</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_251233\"></p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_365006\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_251243\" style=\"text-align: center; \">2023</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_365020\">%</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_365027\">En milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_251300\">%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_251334\">En milliers d'euros</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251348\">R\u00e9sultat avant imp\u00f4ts</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365034\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365041\">25\u00a0992</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251362\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251397\">21\u00a0734</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251411\">Ajustement de la quote-part des soci\u00e9t\u00e9s associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365048\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365055\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251437\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251467\">3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251478\">R\u00e9sultat avant imp\u00f4ts et quote-part dans le r\u00e9sultat des soci\u00e9t\u00e9s associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365062\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365069\">25\u00a0992</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251512\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251547\">21\u00a0731</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_251561\">Taux d\u2019imposition normatif\u00a0</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_365076\">25,67%</p></div>\n</td>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_365083\">6\u00a0670</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_251579\">25,67%</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_251621\">5\u00a0580</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251635\">Effet fiscal des \u00e9l\u00e9ments suivants\u00a0:</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365090\">0,00%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365097\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_251654\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_251678\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251687\">Effet fiscal des produits non imposables</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365104\">0,00%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365111\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251707\">-0,01%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251743\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251755\">Effet fiscal des charges non d\u00e9ductibles</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365118\">0,06%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365125\">14</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251775\">0,10%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251811\">22</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251822\">Imp\u00f4ts concernant les exercices ant\u00e9rieurs</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365132\">0,00%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365139\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251840\">0,38%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251874\">83</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_251884\">Divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365146\">0,09%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_365153\">20</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251894\">-0,31%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_251936\">-67</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_251948\">Taux d\u2019imposition effectif du Groupe</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_365160\">25,80%</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_365167\">6\u00a0706</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_251969\">25,83%</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_252012\">5\u00a0615</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_252043\">Conform\u00e9ment aux dispositions fiscales fran\u00e7aises, le taux normal de l\u2019imp\u00f4t sur les soci\u00e9t\u00e9s \u00e9tait de 25,0 % en 2024 (contre 25,0 % en 2023) auquel s\u2019ajoute la contribution sociale sur les b\u00e9n\u00e9fices de 3,3 %, soit un taux de 25,67 % en 2024.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_252159\">Le taux moyen d\u2019imposition consolid\u00e9 normatif est calcul\u00e9 comme la moyenne pond\u00e9r\u00e9e des taux d\u2019imposition en vigueur pour chacune des filiales.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\"><p id=\"p_598940\">Celui-ci varie d\u2019un exercice \u00e0 l\u2019autre en fonction du poids relatif de chaque entit\u00e9 individuelle dans le r\u00e9sultat avant imp\u00f4ts du Groupe, ainsi que des changements de taux d\u2019imposition des filiales\u00a0op\u00e9rationnelles.</p></div>\n</div></div><div class=\"Normal\"><p id=\"p_252273\">Des imp\u00f4ts diff\u00e9r\u00e9s ont \u00e9t\u00e9 comptabilis\u00e9s sur les autres \u00e9l\u00e9ments du r\u00e9sultat global comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_252338\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_252352\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_252363\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_252373\">Ecarts actuariels des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_252395\">-40</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_252405\">352</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_252415\">Autres</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_252425\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_252435\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_252445\">Total charges / (produits) d'imp\u00f4ts diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_252469\">-40</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_252479\">352</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDeferredTaxesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19445499494053704_0_0": {
   "value": "<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_587415\">Des imp\u00f4ts diff\u00e9r\u00e9s sont constat\u00e9s sur les diff\u00e9rences temporelles entre la valeur comptable d\u2019un actif ou d\u2019un passif au bilan et sa base fiscale. Les imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s selon la m\u00e9thode du report variable sur la base des taux d\u2019imposition attendus lors de la r\u00e9alisation des actifs ou le r\u00e8glement des passifs. Tout changement du taux d\u2019imposition est enregistr\u00e9 au compte de r\u00e9sultat sauf s\u2019il est relatif directement \u00e0 des \u00e9l\u00e9ments de capitaux propres ou comptabilis\u00e9s en autres \u00e9l\u00e9ments du r\u00e9sultat global. Des imp\u00f4ts diff\u00e9r\u00e9s sont calcul\u00e9s et comptabilis\u00e9s sur toutes les diff\u00e9rences temporelles imposables, \u00e0 l\u2019exception des goodwills non d\u00e9ductibles. Les imp\u00f4ts diff\u00e9r\u00e9s actifs sont enregistr\u00e9s sur toutes les diff\u00e9rences temporelles d\u00e9ductibles, d\u00e8s lors qu\u2019il est probable de les r\u00e9cup\u00e9rer \u00e0 un horizon pr\u00e9visible gr\u00e2ce \u00e0 l\u2019existence de b\u00e9n\u00e9fices futurs. Dans le cas contraire, ils ne sont retenus qu\u2019\u00e0 hauteur des passifs d\u2019imp\u00f4ts diff\u00e9r\u00e9s pour une m\u00eame entit\u00e9 fiscale.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForDeferredIncomeTaxExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911039_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_587427\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>R\u00e9sultat net par action</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_217484\">Le r\u00e9sultat par action est obtenu en divisant le r\u00e9sultat net revenant \u00e0 la soci\u00e9t\u00e9 par le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice, d\u00e9duction faite des titres d\u2019autocontr\u00f4le. Le r\u00e9sultat dilu\u00e9 par action correspond \u00e0 la division entre, au num\u00e9rateur, le r\u00e9sultat net de la soci\u00e9t\u00e9 avant dilution corrig\u00e9 des \u00e9l\u00e9ments li\u00e9s \u00e0 l\u2019exercice des instruments dilutifs et, au d\u00e9nominateur, le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice augment\u00e9 du nombre d\u2019actions qui seraient cr\u00e9\u00e9es dans le cadre de l\u2019exercice des instruments dilutifs, d\u00e9duction faite des titres d\u2019autocontr\u00f4le. </p></div>\n<div class=\"Normal\"><p id=\"p_218261\">Aucun \u00e9l\u00e9ment dilutif n'existe au 31 d\u00e9cembre\u00a02024. </p></div>\n<div class=\"Title3\" style=\"text-indent: -7.62vw; padding-left: 7.62vw; margin-bottom: 2.12vw; \"><h3 id=\"p_574927\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.23</span></span>R\u00e9SULTAT PAR ACTION</h3></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_252542\">Le r\u00e9sultat de base par action est obtenu en divisant le r\u00e9sultat net - part du Groupe par le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice, d\u00e9duction faite du nombre moyen des actions propres d\u00e9tenues par le Groupe.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\"><p id=\"p_599006\">Le r\u00e9sultat dilu\u00e9 par action r\u00e9sulte de la division entre, au num\u00e9rateur, le r\u00e9sultat net - part du Groupe corrig\u00e9 des \u00e9l\u00e9ments li\u00e9s \u00e0 l\u2019exercice des instruments dilutifs et, au d\u00e9nominateur, le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice augment\u00e9 du nombre moyen pond\u00e9r\u00e9 d\u2019actions qui seraient cr\u00e9\u00e9es dans le cadre de l\u2019exercice des instruments dilutifs, d\u00e9duction faite des actions\u00a0propres.</p></div>\n</div></div><div class=\"Normal\"><p id=\"p_252760\">Les \u00e9l\u00e9ments de calcul retenus pour la d\u00e9termination du r\u00e9sultat par action de Bourse Direct sont d\u00e9taill\u00e9s ci-apr\u00e8s :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.71vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_252834\">R\u00e9sultat de base</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_252847\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_252857\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_252867\">R\u00e9sultat net -\u00a0part du Groupe (en milliers d'euros)</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_252892\">19\u00a0133</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_252906\">15\u00a0932</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_252919\">Nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_252938\">52\u00a0904\u00a0233</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_252956\">53\u00a0752\u00a0971</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_252974\">Nombre moyen d'actions autod\u00e9tenues</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_252989\">1\u00a0083\u00a0054</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_253004\">844\u00a012</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_253019\">R\u00e9sultat de base par action (en euro)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_253040\">0,37</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_253051\">0,3</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_253113\">R\u00e9sultat dilu\u00e9</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_253124\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_253134\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_253144\">R\u00e9sultat net -\u00a0part du Groupe (en milliers d'euros)</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_253169\">19\u00a0133</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_253183\">15\u00a0932</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_253196\">Nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_253216\">52\u00a0904\u00a0233</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_253234\">53\u00a0752\u00a0971</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_253252\">Ajustement pour effet dilutif des options sur actions et des attributions gratuites d\u2019actions\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_253286\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_253295\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_253304\">Nombre moyen d'actions autod\u00e9tenues</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_253319\">1\u00a0083\u00a0054</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_253334\">844\u00a0712</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_253349\">Nombre moyen pond\u00e9r\u00e9 d\u2019actions retenu pour le r\u00e9sultat dilu\u00e9 par action</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_253378\">51\u00a0821\u00a0179</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_253396\">52\u00a0908\u00a0259</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_253413\">R\u00e9sultat dilu\u00e9 par action (en euro)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_253432\">0,37</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_253443\">0,3</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_598948\"><img alt=\"image\" 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\" style=\" width:69.89vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEarningsPerShareExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18947153985873136_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_587427\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>R\u00e9sultat net par action</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_217484\">Le r\u00e9sultat par action est obtenu en divisant le r\u00e9sultat net revenant \u00e0 la soci\u00e9t\u00e9 par le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice, d\u00e9duction faite des titres d\u2019autocontr\u00f4le. Le r\u00e9sultat dilu\u00e9 par action correspond \u00e0 la division entre, au num\u00e9rateur, le r\u00e9sultat net de la soci\u00e9t\u00e9 avant dilution corrig\u00e9 des \u00e9l\u00e9ments li\u00e9s \u00e0 l\u2019exercice des instruments dilutifs et, au d\u00e9nominateur, le nombre moyen pond\u00e9r\u00e9 d\u2019actions en circulation au cours de l\u2019exercice augment\u00e9 du nombre d\u2019actions qui seraient cr\u00e9\u00e9es dans le cadre de l\u2019exercice des instruments dilutifs, d\u00e9duction faite des titres d\u2019autocontr\u00f4le. </p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForEarningsPerShareExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17089703449728533_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.44vw; padding-left: 6.44vw; margin-bottom: 2.12vw; \"><h3 id=\"p_218348\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.2</span></span>\u00e9V\u00e9NEMENTS SIGNIFICATIFS DE LA P\u00e9RIODE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_378794\"><span style=\"letter-spacing: -0.01em; \">Le CAC 40 a enregistr\u00e9 un recul de 2,1 % sur l'ann\u00e9e 2024.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 3.53vw; \"><p id=\"p_218429\">L\u2019ann\u00e9e 2024 a \u00e9t\u00e9 marqu\u00e9e notamment par un assouplissement de la la politique mon\u00e9taire marqu\u00e9e par un d\u00e9but de baisse des taux d'int\u00e9r\u00eats. Sur le plan g\u00e9opolitique, cette ann\u00e9e 2024 voit la guerre en Ukraine se poursuivre et de tr\u00e8s fote instabili<span style=\"background-color: #ffffff; white-space: pre-wrap; \">t\u00e9 au Moyen-Orient avec la guerre d\u00e9clench\u00e9e en Isra\u00ebl. </span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAdditionalInformationExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911057_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.48vw; padding-left: 6.48vw; margin-bottom: 2.12vw; \"><h3 id=\"p_218856\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.3</span></span>INFORMATION SECTORIELLE</h3></div>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_218879\">La structure d\u2019organisation interne et de gestion de Bourse Direct, et son syst\u00e8me d\u2019information financi\u00e8re permettant l\u2019\u00e9laboration des rapports \u00e0 l\u2019attention de la Direction g\u00e9n\u00e9rale et du Directoire, sont fond\u00e9s sur une approche m\u00e9tier. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_218951\">Les deux segments d\u2019activit\u00e9 retenus sont la bourse en ligne \u00e0 destination d\u2019une client\u00e8le retail et l\u2019interm\u00e9diation financi\u00e8re \u00e0 destination de professionnels institutionnels qui est exerc\u00e9e par une filiale d\u00e9di\u00e9e.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598324\">Au regard de la structure du groupe, l\u2019information sectorielle est \u00e9tablie selon la contribution de chacune des soci\u00e9t\u00e9s au r\u00e9sultat consolid\u00e9 du Groupe. </p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_701957\">Les activit\u00e9s du Groupe \u00e9tant r\u00e9alis\u00e9es en France, l\u2019approche g\u00e9ographique n\u2019est pas \u00e0 retenir pour le cas pr\u00e9sent.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_219107\">Les actifs sectoriels ne sont pas inclus dans les rapports de gestion \u00e0 l\u2019attention de la Direction\u00a0g\u00e9n\u00e9rale.</p></div>\n<div class=\"Normal\"><p id=\"p_219147\">Les principes comptables appliqu\u00e9s pour \u00e9valuer le r\u00e9sultat d\u2019exploitation sectoriel sont identiques \u00e0 ceux appliqu\u00e9s aux comptes consolid\u00e9s. </p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 41.45%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_219227\">2024 (En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219243\">Bourse en ligne</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219257\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219268\">Autres secteurs</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219279\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219288\">Produit Net Bancaire</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219301\">62\u00a0275</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219315\">8\u00a0094</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219328\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219337\">70\u00a0369</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219351\">R\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219363\">17\u00a0750</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219378\">1\u00a0536</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219389\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219399\">19\u00a0286</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219413\">Total des actifs</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219426\">1\u00a0163\u00a0612</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219443\">7\u00a0626</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219456\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219465\">1\u00a0171\u00a0238</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219482\">Total des passifs</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219495\">1\u00a0088\u00a0069</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219512\">2\u00a0659</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219525\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_219534\">1\u00a0090\u00a0728</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 41.45%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_219599\">2023 (En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219614\">Bourse en ligne</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219627\">Interm\u00e9diation financi\u00e8re</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219638\">Autres secteurs</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_219649\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219658\">Produit Net Bancaire</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361034\">55\u00a0952</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361040\">6\u00a0320</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361046\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361052\">62\u00a0272</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219713\">R\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361058\">15\u00a0188</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361064\">934</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361070\">-3</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361076\">16\u00a0119</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219764\">Total des actifs</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361082\">1\u00a0302\u00a0508</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361088\">6\u00a0102</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361094\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361100\">1\u00a0308\u00a0610</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 41.45%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_219823\">Total des passifs</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361106\">1\u00a0230\u00a0751</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361112\">2\u00a0002</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.14%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361118\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_361124\">1\u00a0232\u00a0753</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_219897\"></p></div>\n</div></div>",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEntitysReportableSegmentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23363825260689730_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.48vw; padding-left: 6.48vw; margin-bottom: 2.12vw; \"><h3 id=\"p_218856\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.3</span></span>INFORMATION SECTORIELLE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_218879\">La structure d\u2019organisation interne et de gestion de Bourse Direct, et son syst\u00e8me d\u2019information financi\u00e8re permettant l\u2019\u00e9laboration des rapports \u00e0 l\u2019attention de la Direction g\u00e9n\u00e9rale et du Directoire, sont fond\u00e9s sur une approche m\u00e9tier. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_218951\">Les deux segments d\u2019activit\u00e9 retenus sont la bourse en ligne \u00e0 destination d\u2019une client\u00e8le retail et l\u2019interm\u00e9diation financi\u00e8re \u00e0 destination de professionnels institutionnels qui est exerc\u00e9e par une filiale d\u00e9di\u00e9e.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_598324\">Au regard de la structure du groupe, l\u2019information sectorielle est \u00e9tablie selon la contribution de chacune des soci\u00e9t\u00e9s au r\u00e9sultat consolid\u00e9 du Groupe. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_701957\">Les activit\u00e9s du Groupe \u00e9tant r\u00e9alis\u00e9es en France, l\u2019approche g\u00e9ographique n\u2019est pas \u00e0 retenir pour le cas pr\u00e9sent.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_219107\">Les actifs sectoriels ne sont pas inclus dans les rapports de gestion \u00e0 l\u2019attention de la Direction\u00a0g\u00e9n\u00e9rale.</p></div>\nLes principes comptables appliqu\u00e9s pour \u00e9valuer le r\u00e9sultat d\u2019exploitation sectoriel sont identiques \u00e0 ceux appliqu\u00e9s aux comptes consolid\u00e9s.",
   "dimensions": {
    "concept": "ifrs-full:DescriptionOfAccountingPolicyForSegmentReportingExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23364119184936356_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.38vw; padding-left: 6.38vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572695\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.7</span></span>CR\u00e9ANCES ET DETTES SUR LES \u00e9TABLISSEMENTS DE CR\u00e9DIT</h3></div>\n<div class=\"Normal\"><p id=\"p_221749\">Les comptes de banque et de caisse s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_221818\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221832\" style=\"text-align: center; \">Cr\u00e9ances</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221861\" style=\"text-align: center; \">Dettes</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221897\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221915\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221924\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221934\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221945\">Caisse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221954\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221964\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221974\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221984\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221994\">Banques centrales, CCP</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222007\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222017\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222027\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222037\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222047\">Effets publics et valeurs assimil\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222064\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222074\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222084\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222094\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222104\">Comptes ordinaires \u00e0 vue</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222119\">67 009 </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222135\">158\u00a0317</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222147\">4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222158\">39</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222169\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222184\">19\u00a0315</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222199\">19\u00a0396</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222211\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222220\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222230\">Cr\u00e9ances et dettes \u00e0 terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222247\">970\u00a0388</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222263\">982\u00a0220</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222275\">39062</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222290\">56452</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222305\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222320\">32\u00a0038</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222335\">31\u00a0651</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222347\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222356\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_222366\">TOTAL</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222376\">1\u00a0037 397</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222394\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222408\">39\u00a0066</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222423\">56\u00a0491</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222455\">Ces actifs et passifs, \u00e9tant des liquidit\u00e9s \u00e0 court terme, sont comptabilis\u00e9s au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222588\">Bourse Direct place les fonds d\u00e9pos\u00e9s par sa client\u00e8le principalement sur des comptes \u00e0 terme, dans le cadre de ses obligations r\u00e9glementaires sur le cantonnement des actifs de la client\u00e8le des entreprises d\u2019investissement.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_581476\">La tr\u00e9sorerie du groupe, qui s\u2019\u00e9l\u00e8ve au 31\u00a0d\u00e9cembre 2024 \u00e0 56 353 k\u20ac est pr\u00e9sent\u00e9e dans cette rubrique et en Actifs financiers en juste valeur par le r\u00e9sultat (cf. note\u00a04.2.4).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_223140\">Les dettes \u00e0 terme d\u2019un montant de 39 066 k\u20ac  sont li\u00e9es au financement des positions diff\u00e9r\u00e9es (SRD et ROR) de la client\u00e8le de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Normal\"><p id=\"p_223361\">Ces cr\u00e9ances et dettes ont une \u00e9ch\u00e9ance inf\u00e9rieure \u00e0 un an.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_656788\"><img alt=\"image\" 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\" style=\" width:69.89vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDepositsFromBanksExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19442967082590003_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.38vw; padding-left: 6.38vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572695\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.7</span></span>CR\u00e9ANCES ET DETTES SUR LES \u00e9TABLISSEMENTS DE CR\u00e9DIT</h3></div>\n<div class=\"Normal\"><p id=\"p_221749\">Les comptes de banque et de caisse s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_221818\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221832\" style=\"text-align: center; \">Cr\u00e9ances</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221861\" style=\"text-align: center; \">Dettes</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221897\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221915\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221924\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221934\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221945\">Caisse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221954\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221964\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221974\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221984\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221994\">Banques centrales, CCP</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222007\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222017\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222027\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222037\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222047\">Effets publics et valeurs assimil\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222064\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222074\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222084\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222094\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222104\">Comptes ordinaires \u00e0 vue</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222119\">67 009 </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222135\">158\u00a0317</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222147\">4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222158\">39</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222169\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222184\">19\u00a0315</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222199\">19\u00a0396</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222211\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222220\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222230\">Cr\u00e9ances et dettes \u00e0 terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222247\">970\u00a0388</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222263\">982\u00a0220</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222275\">39062</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222290\">56452</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222305\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222320\">32\u00a0038</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222335\">31\u00a0651</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222347\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222356\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_222366\">TOTAL</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222376\">1\u00a0037 397</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222394\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222408\">39\u00a0066</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222423\">56\u00a0491</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222455\">Ces actifs et passifs, \u00e9tant des liquidit\u00e9s \u00e0 court terme, sont comptabilis\u00e9s au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222588\">Bourse Direct place les fonds d\u00e9pos\u00e9s par sa client\u00e8le principalement sur des comptes \u00e0 terme, dans le cadre de ses obligations r\u00e9glementaires sur le cantonnement des actifs de la client\u00e8le des entreprises d\u2019investissement.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_581476\">La tr\u00e9sorerie du groupe, qui s\u2019\u00e9l\u00e8ve au 31\u00a0d\u00e9cembre 2024 \u00e0 56 353 k\u20ac est pr\u00e9sent\u00e9e dans cette rubrique et en Actifs financiers en juste valeur par le r\u00e9sultat (cf. note\u00a04.2.4).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_223140\">Les dettes \u00e0 terme d\u2019un montant de 39 066 k\u20ac  sont li\u00e9es au financement des positions diff\u00e9r\u00e9es (SRD et ROR) de la client\u00e8le de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Normal\"><p id=\"p_223361\">Ces cr\u00e9ances et dettes ont une \u00e9ch\u00e9ance inf\u00e9rieure \u00e0 un an.</p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_656788\"><img alt=\"image\" src=\"data:image/png;base64,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\" style=\" width:69.89vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCashAndCashEquivalentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18956171944347279_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.38vw; padding-left: 6.38vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572695\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.7</span></span>CR\u00e9ANCES ET DETTES SUR LES \u00e9TABLISSEMENTS DE CR\u00e9DIT</h3></div>\n<div class=\"Normal\"><p id=\"p_221749\">Les comptes de banque et de caisse s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 55.58%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_221818\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221832\" style=\"text-align: center; \">Cr\u00e9ances</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221861\" style=\"text-align: center; \">Dettes</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221897\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221915\">31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_221924\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_221934\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221945\">Caisse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221954\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221964\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_221974\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_221984\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_221994\">Banques centrales, CCP</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222007\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222017\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222027\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222037\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222047\">Effets publics et valeurs assimil\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222064\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222074\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222084\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222094\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222104\">Comptes ordinaires \u00e0 vue</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222119\">67 009 </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222135\">158\u00a0317</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222147\">4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222158\">39</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222169\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222184\">19\u00a0315</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222199\">19\u00a0396</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222211\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222220\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_222230\">Cr\u00e9ances et dettes \u00e0 terme</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222247\">970\u00a0388</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222263\">982\u00a0220</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_222275\">39062</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_222290\">56452</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special1_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_header_normal\"><p id=\"p_222305\">Dont tr\u00e9sorerie propre</p></div>\n</th>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\"><p id=\"p_222320\">32\u00a0038</p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\"><p id=\"p_222335\">31\u00a0651</p></div>\n</td>\n<td class=\"Table4_special1_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222347\"></p></div>\n</td>\n<td class=\"Table4_special1_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_222356\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 55.58%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_222366\">TOTAL</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222376\">1\u00a0037 397</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222394\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_222408\">39\u00a0066</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_222423\">56\u00a0491</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" display:grid; grid-template-columns: 33.18vw 3.53vw 33.18vw; -ms-grid-columns: 33.18vw 3.53vw 33.18vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.13vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222455\">Ces actifs et passifs, \u00e9tant des liquidit\u00e9s \u00e0 court terme, sont comptabilis\u00e9s au co\u00fbt amorti.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_222588\">Bourse Direct place les fonds d\u00e9pos\u00e9s par sa client\u00e8le principalement sur des comptes \u00e0 terme, dans le cadre de ses obligations r\u00e9glementaires sur le cantonnement des actifs de la client\u00e8le des entreprises d\u2019investissement.</p></div>\n</div><div style=\"padding-top: 0.00vw; padding-left: 0.00vw; padding-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; box-sizing: border-box; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-top-color: #000000; margin-top: 0.00vw; height: 100%; padding-top: 0.00vw; border-right-width: 0.00vw; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; left: 1.76vw; border-bottom-width: 0.00vw; width: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"></div></div><div style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_581476\">La tr\u00e9sorerie du groupe, qui s\u2019\u00e9l\u00e8ve au 31\u00a0d\u00e9cembre 2024 \u00e0 56 353 k\u20ac est pr\u00e9sent\u00e9e dans cette rubrique et en Actifs financiers en juste valeur par le r\u00e9sultat (cf. note\u00a04.2.4).</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_223140\">Les dettes \u00e0 terme d\u2019un montant de 39 066 k\u20ac  sont li\u00e9es au financement des positions diff\u00e9r\u00e9es (SRD et ROR) de la client\u00e8le de la soci\u00e9t\u00e9.</p></div>\n<div class=\"Normal\"><p id=\"p_223361\">Ces cr\u00e9ances et dettes ont une \u00e9ch\u00e9ance inf\u00e9rieure \u00e0 un an.</p></div>\n</div></div><div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_656788\"><img alt=\"image\" src=\"data:image/png;base64,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\" style=\" width:69.89vw; height:28.24vw;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"/></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLoansAndAdvancesToBanksExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_20335676651751150_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581704\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.8</span></span>Pr\u00eats et cr\u00e9ances sur la client\u00e8le et dettes envers\u00a0la\u00a0client\u00e8le</h3></div>\n<div class=\"Normal\"><p id=\"p_223514\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.56vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_223630\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_223643\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_223654\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223665\">Actifs</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223679\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223689\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223699\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223717\">1\u00a0031</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223731\">1\u00a0253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223745\">Cr\u00e9ances clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223757\">20\u00a0325</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223772\">24\u00a0627</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223786\">Dont Cr\u00e9ances clients douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223825\">671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223836\">442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223850\">D\u00e9pr\u00e9ciation de cr\u00e9ances douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223866\">-671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223879\">-442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_223892\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_223906\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_223921\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223936\">Passif</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223950\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223960\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223970\">Comptes courants vis-\u00e0-vis de soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223990\">333</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224002\">443</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224014\">Clients de la soci\u00e9t\u00e9 de bourse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224034\">39</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224045\">57</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224056\">Avoirs de la client\u00e8le <span style=\"font-size: 0.71vw; line-height: 1.09vw; \">(1)</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224076\">1\u00a0002\u00a0117</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224094\">1\u00a0119\u00a0960</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224112\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224125\">1\u00a0002\u00a0489</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224143\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224178\"><span style=\"font-size: 0.92vw; line-height: 1.37vw; \">(1) Ce poste est compos\u00e9 des d\u00e9p\u00f4ts clients \u00e0 vue et des PEA</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_224189\"><span style=\"word-spacing: -0.0520em; \">Ces cr\u00e9ances et ces dettes ont une \u00e9ch\u00e9ance de moins d\u2019un an exception faite de cr\u00e9ances clients d\u2019un montant total de 671 k\u20ac euros au 31\u00a0d\u00e9cembre 2024. Ces cr\u00e9ances clients \u00e0 plus d\u2019un an sont consid\u00e9r\u00e9es comme en d\u00e9faut et font l\u2019objet d\u2019une d\u00e9pr\u00e9ciation \u00e0 100 % pour la part non couverte par les garanties obtenues par la soci\u00e9t\u00e9 lorsqu\u2019une esp\u00e9rance de recouvrement existe ; dans le cas contraire, ces cr\u00e9ances sont pass\u00e9es en perte (cf. note 4.2.25).</span></p></div>\n<div class=\"Title3\" style=\"text-indent: -7.15vw; padding-left: 7.15vw; margin-bottom: 2.12vw; \"><h3 id=\"p_250651\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.21</span></span>CO\u00fbT DU RISQUE</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250686\">Ce poste d\u2019un montant de -228 k\u20ac en 2024, contre  -141 k\u20ac en 2023, est principalement constitu\u00e9 de dotations et de reprises de d\u00e9pr\u00e9ciation de cr\u00e9ances de clients.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLoansAndAdvancesToCustomersExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19443712202045583_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.57vw; padding-left: 6.57vw; margin-bottom: 2.12vw; \"><h3 id=\"p_581704\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.8</span></span>Pr\u00eats et cr\u00e9ances sur la client\u00e8le et dettes envers\u00a0la\u00a0client\u00e8le</h3></div>\n<div class=\"Normal\"><p id=\"p_223514\">Ce poste se d\u00e9compose de la fa\u00e7on suivante :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.56vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_223630\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_223643\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_223654\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223665\">Actifs</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223679\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223689\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223699\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223717\">1\u00a0031</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223731\">1\u00a0253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223745\">Cr\u00e9ances clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223757\">20\u00a0325</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223772\">24\u00a0627</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223786\">Dont Cr\u00e9ances clients douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223825\">671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223836\">442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223850\">D\u00e9pr\u00e9ciation de cr\u00e9ances douteuses</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223866\">-671</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_223879\">-442</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_223892\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_223906\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_223921\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_223936\">Passif</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_223950\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_223960\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_223970\">Comptes courants vis-\u00e0-vis de soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_223990\">333</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224002\">443</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224014\">Clients de la soci\u00e9t\u00e9 de bourse</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224034\">39</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224045\">57</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224056\">Avoirs de la client\u00e8le <span style=\"font-size: 0.71vw; line-height: 1.09vw; \">(1)</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224076\">1\u00a0002\u00a0117</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224094\">1\u00a0119\u00a0960</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224112\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224125\">1\u00a0002\u00a0489</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224143\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224178\"><span style=\"font-size: 0.92vw; line-height: 1.37vw; \">(1) Ce poste est compos\u00e9 des d\u00e9p\u00f4ts clients \u00e0 vue et des PEA</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_224189\"><span style=\"word-spacing: -0.0520em; \">Ces cr\u00e9ances et ces dettes ont une \u00e9ch\u00e9ance de moins d\u2019un an exception faite de cr\u00e9ances clients d\u2019un montant total de 671 k\u20ac euros au 31\u00a0d\u00e9cembre 2024. Ces cr\u00e9ances clients \u00e0 plus d\u2019un an sont consid\u00e9r\u00e9es comme en d\u00e9faut et font l\u2019objet d\u2019une d\u00e9pr\u00e9ciation \u00e0 100 % pour la part non couverte par les garanties obtenues par la soci\u00e9t\u00e9 lorsqu\u2019une esp\u00e9rance de recouvrement existe ; dans le cas contraire, ces cr\u00e9ances sont pass\u00e9es en perte (cf. note 4.2.25).</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDepositsFromCustomersExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911031_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.54vw; padding-left: 6.54vw; margin-bottom: 2.12vw; \"><h3 id=\"p_224395\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.9</span></span>AUTRES ACTIFS et COMPTES DE R\u00e9GULARISATION ACTIF</h3></div>\n<div class=\"Normal\"><p id=\"p_224433\">Ils s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.71vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_224515\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_224528\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_224539\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224550\">Immobilisations financi\u00e8res</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224562\">463</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224574\">504</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224586\">Personnel\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224597\">1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224607\">2</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224617\">Etat et organismes sociaux</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224633\">1\u00a0644</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224648\">1\u00a0642</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224663\">D\u00e9biteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224675\">5 119</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224690\">18\u00a0854</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224704\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224722\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224732\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224742\">Total autres actifs</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224760\">7 227</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224775\">21\u00a0002</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224789\">Charges constat\u00e9es d'avance\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224804\">2\u00a0816</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224818\">2\u00a0238</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224832\">Produits \u00e0 recevoir</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224846\">940</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224858\">873</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224870\">Total comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224886\">3\u00a0756</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224900\">3\u00a0111</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224914\">Total Comptes de r\u00e9gularisation et actifs divers</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224939\">10 983</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224953\">24\u00a0113</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224991\">Les d\u00e9biteurs divers sont principalement compos\u00e9s du d\u00e9p\u00f4t de garantie vers\u00e9 dans le cadre de l\u2019activit\u00e9 sur les march\u00e9s d\u00e9riv\u00e9s de la client\u00e8le. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_225003\">A l'exception des immobilisations financi\u00e8res, principalement compos\u00e9es de d\u00e9p\u00f4ts et cautionnements constitu\u00e9s dans le cadre des activit\u00e9s de la soci\u00e9t\u00e9, les autres actifs sont tous, sauf cas particulier autre (cf. 4.2.16), \u00e0 \u00e9ch\u00e9ance de moins d'un an.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18948176835676813_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.54vw; padding-left: 6.54vw; margin-bottom: 2.12vw; \"><h3 id=\"p_224395\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.9</span></span>AUTRES ACTIFS et COMPTES DE R\u00e9GULARISATION ACTIF</h3></div>\n<div class=\"Normal\"><p id=\"p_224433\">Ils s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.71vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_224515\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_224528\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_224539\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224550\">Immobilisations financi\u00e8res</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224562\">463</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224574\">504</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224586\">Personnel\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224597\">1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224607\">2</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224617\">Etat et organismes sociaux</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224633\">1\u00a0644</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224648\">1\u00a0642</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224663\">D\u00e9biteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224675\">5 119</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224690\">18\u00a0854</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224704\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224722\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224732\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224742\">Total autres actifs</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224760\">7 227</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224775\">21\u00a0002</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224789\">Charges constat\u00e9es d'avance\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224804\">2\u00a0816</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224818\">2\u00a0238</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224832\">Produits \u00e0 recevoir</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224846\">940</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224858\">873</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224870\">Total comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224886\">3\u00a0756</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224900\">3\u00a0111</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224914\">Total Comptes de r\u00e9gularisation et actifs divers</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224939\">10 983</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224953\">24\u00a0113</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_224991\">Les d\u00e9biteurs divers sont principalement compos\u00e9s du d\u00e9p\u00f4t de garantie vers\u00e9 dans le cadre de l\u2019activit\u00e9 sur les march\u00e9s d\u00e9riv\u00e9s de la client\u00e8le. </p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_225003\">A l'exception des immobilisations financi\u00e8res, principalement compos\u00e9es de d\u00e9p\u00f4ts et cautionnements constitu\u00e9s dans le cadre des activit\u00e9s de la soci\u00e9t\u00e9, les autres actifs sont tous, sauf cas particulier autre (cf. 4.2.16), \u00e0 \u00e9ch\u00e9ance de moins d'un an.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfPrepaymentsAndOtherAssetsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_20243718790591418_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.54vw; padding-left: 6.54vw; margin-bottom: 2.12vw; \"><h3 id=\"p_224395\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.9</span></span>AUTRES ACTIFS et COMPTES DE R\u00e9GULARISATION ACTIF</h3></div>\n<div class=\"Normal\"><p id=\"p_224433\">Ils s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.71vw; border-bottom-style: SOLID; margin-bottom: 0.71vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_224515\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_224528\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_224539\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224550\">Immobilisations financi\u00e8res</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224562\">463</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224574\">504</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224586\">Personnel\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224597\">1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224607\">2</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224617\">Etat et organismes sociaux</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224633\">1\u00a0644</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224648\">1\u00a0642</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224663\">D\u00e9biteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224675\">5 119</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224690\">18\u00a0854</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224704\">Cr\u00e9ances sur des soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224722\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224732\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224742\">Total autres actifs</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224760\">7 227</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224775\">21\u00a0002</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224789\">Charges constat\u00e9es d'avance\u00a0</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224804\">2\u00a0816</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224818\">2\u00a0238</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_224832\">Produits \u00e0 recevoir</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_224846\">940</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_224858\">873</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224870\">Total comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224886\">3\u00a0756</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224900\">3\u00a0111</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_224914\">Total Comptes de r\u00e9gularisation et actifs divers</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_224939\">10 983</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_224953\">24\u00a0113</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572851\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.10</span></span>AUTRES PASSIFS ET COMPTES DE R\u00e9GULARISATION</h3></div>\n<div class=\"Normal\"><p id=\"p_225342\">Les autres passifs et comptes de r\u00e9gularisation s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_225469\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_225483\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_225494\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225505\">Fournisseurs</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225515\">2\u00a0889</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225529\">2\u00a0985</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225543\">Dettes envers le personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225565\">5\u00a0402</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225579\">4\u00a0230</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225593\">Dettes sociales et fiscales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225609\">5\u00a0050</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225624\">3\u00a0880</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225639\">D\u00e9p\u00f4ts de garantie clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225655\">8\u00a0109</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225670\">10\u00a0896</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225685\">Cr\u00e9diteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225697\">66</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225708\">58</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225720\">Autres passifs</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225736\">21\u00a0516</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225751\">22\u00a0049</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225766\">Charges \u00e0 payer</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225780\">1\u00a0029</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225792\">771</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225804\">Produits diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225816\">45</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225827\">93</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225838\">Comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225856\">1\u00a0074</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225868\">864</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_225880\">Total autres passifs et comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_225906\">22\u00a0590</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_225921\">22\u00a0913</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_225952\">Les autres passifs sont tous \u00e0 \u00e9ch\u00e9ance de moins d'un an.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_226041\">Les sommes pr\u00e9sent\u00e9es sous la rubrique \u00ab d\u00e9p\u00f4ts de garantie clients \u00bb correspondent aux sommes donn\u00e9es en garantie par les clients dans le cadre de leur activit\u00e9 \u00e0 r\u00e8glement diff\u00e9r\u00e9 et sur les march\u00e9s d\u00e9riv\u00e9s.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfTaxReceivablesAndPayablesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911030_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572851\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.10</span></span>AUTRES PASSIFS ET COMPTES DE R\u00e9GULARISATION</h3></div>\n<div class=\"Normal\"><p id=\"p_225342\">Les autres passifs et comptes de r\u00e9gularisation s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_225469\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_225483\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_225494\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225505\">Fournisseurs</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225515\">2\u00a0889</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225529\">2\u00a0985</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225543\">Dettes envers le personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225565\">5\u00a0402</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225579\">4\u00a0230</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225593\">Dettes sociales et fiscales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225609\">5\u00a0050</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225624\">3\u00a0880</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225639\">D\u00e9p\u00f4ts de garantie clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225655\">8\u00a0109</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225670\">10\u00a0896</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225685\">Cr\u00e9diteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225697\">66</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225708\">58</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225720\">Autres passifs</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225736\">21\u00a0516</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225751\">22\u00a0049</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225766\">Charges \u00e0 payer</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225780\">1\u00a0029</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225792\">771</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225804\">Produits diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225816\">45</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225827\">93</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225838\">Comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225856\">1\u00a0074</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225868\">864</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_225880\">Total autres passifs et comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_225906\">22\u00a0590</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_225921\">22\u00a0913</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_225952\">Les autres passifs sont tous \u00e0 \u00e9ch\u00e9ance de moins d'un an.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_226041\">Les sommes pr\u00e9sent\u00e9es sous la rubrique \u00ab d\u00e9p\u00f4ts de garantie clients \u00bb correspondent aux sommes donn\u00e9es en garantie par les clients dans le cadre de leur activit\u00e9 \u00e0 r\u00e8glement diff\u00e9r\u00e9 et sur les march\u00e9s d\u00e9riv\u00e9s.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherLiabilitiesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18948236332112833_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572851\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.10</span></span>AUTRES PASSIFS ET COMPTES DE R\u00e9GULARISATION</h3></div>\n<div class=\"Normal\"><p id=\"p_225342\">Les autres passifs et comptes de r\u00e9gularisation s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_225469\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_225483\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_225494\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225505\">Fournisseurs</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225515\">2\u00a0889</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225529\">2\u00a0985</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225543\">Dettes envers le personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225565\">5\u00a0402</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225579\">4\u00a0230</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225593\">Dettes sociales et fiscales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225609\">5\u00a0050</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225624\">3\u00a0880</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225639\">D\u00e9p\u00f4ts de garantie clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225655\">8\u00a0109</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225670\">10\u00a0896</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225685\">Cr\u00e9diteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225697\">66</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225708\">58</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225720\">Autres passifs</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225736\">21\u00a0516</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225751\">22\u00a0049</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225766\">Charges \u00e0 payer</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225780\">1\u00a0029</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225792\">771</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225804\">Produits diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225816\">45</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225827\">93</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225838\">Comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225856\">1\u00a0074</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225868\">864</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_225880\">Total autres passifs et comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_225906\">22\u00a0590</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_225921\">22\u00a0913</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_225952\">Les autres passifs sont tous \u00e0 \u00e9ch\u00e9ance de moins d'un an.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_226041\">Les sommes pr\u00e9sent\u00e9es sous la rubrique \u00ab d\u00e9p\u00f4ts de garantie clients \u00bb correspondent aux sommes donn\u00e9es en garantie par les clients dans le cadre de leur activit\u00e9 \u00e0 r\u00e8glement diff\u00e9r\u00e9 et sur les march\u00e9s d\u00e9riv\u00e9s.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAccruedExpensesAndOtherLiabilitiesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18955935925913168_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.29vw; padding-left: 7.29vw; margin-bottom: 2.12vw; \"><h3 id=\"p_572851\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.10</span></span>AUTRES PASSIFS ET COMPTES DE R\u00e9GULARISATION</h3></div>\n<div class=\"Normal\"><p id=\"p_225342\">Les autres passifs et comptes de r\u00e9gularisation s'analysent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_225469\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_225483\">31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_225494\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225505\">Fournisseurs</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225515\">2\u00a0889</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225529\">2\u00a0985</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225543\">Dettes envers le personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225565\">5\u00a0402</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225579\">4\u00a0230</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225593\">Dettes sociales et fiscales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225609\">5\u00a0050</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225624\">3\u00a0880</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225639\">D\u00e9p\u00f4ts de garantie clients</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225655\">8\u00a0109</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225670\">10\u00a0896</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225685\">Cr\u00e9diteurs divers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225697\">66</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225708\">58</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225720\">Autres passifs</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225736\">21\u00a0516</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225751\">22\u00a0049</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225766\">Charges \u00e0 payer</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225780\">1\u00a0029</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225792\">771</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_225804\">Produits diff\u00e9r\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_225816\">45</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_225827\">93</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special3_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_header_normal\"><p id=\"p_225838\">Comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special3_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_hilight_normal\"><p id=\"p_225856\">1\u00a0074</p></div>\n</td>\n<td class=\"Table4_special3_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special3_normal_normal\"><p id=\"p_225868\">864</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_225880\">Total autres passifs et comptes de r\u00e9gularisation</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_225906\">22\u00a0590</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_225921\">22\u00a0913</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_225952\">Les autres passifs sont tous \u00e0 \u00e9ch\u00e9ance de moins d'un an.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_226041\">Les sommes pr\u00e9sent\u00e9es sous la rubrique \u00ab d\u00e9p\u00f4ts de garantie clients \u00bb correspondent aux sommes donn\u00e9es en garantie par les clients dans le cadre de leur activit\u00e9 \u00e0 r\u00e8glement diff\u00e9r\u00e9 et sur les march\u00e9s d\u00e9riv\u00e9s.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDeferredIncomeExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19444686528233927_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -6.73vw; padding-left: 6.73vw; margin-bottom: 2.12vw; \"><h3 id=\"p_226362\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.11</span></span>Participations dans les soci\u00e9t\u00e9s associ\u00e9es et\u00a0coentreprises</h3></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_226407\">Cette rubrique comprend la quote-part des soci\u00e9t\u00e9s associ\u00e9es et coentreprises d\u00e9tenue par Bourse Direct ou ses filiales op\u00e9rationnelles, consolid\u00e9es selon la m\u00e9thode de mise en \u00e9quivalence. Au 31 d\u00e9cembre 2024, ce poste est compos\u00e9 de la soci\u00e9t\u00e9 Easdaq N.V..</p></div>\n<div class=\"Normal\"><p id=\"p_226733\">La variation des participations dans les soci\u00e9t\u00e9s associ\u00e9es et les coentreprises se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_226918\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226932\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226944\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_226954\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_226965\">Au 1<span class=\"sup\">er</span> janvier 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_226994\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227006\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227016\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227028\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227046\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227057\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227067\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227078\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227090\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227100\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227110\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227120\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227130\">24</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227140\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227150\">24</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227160\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227170\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227180\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227190\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227200\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227218\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227227\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227237\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227247\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227265\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227276\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227286\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227297\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227311\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227321\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227331\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227341\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227355\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227365\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227375\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227385\">Au 31 d\u00e9cembre 2024</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227410\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227421\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227431\">536</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582009\"></p></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:3.00vw; vertical-align: bottom;width: 62.65%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_227499\">(en milliers d\u2019euros)</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227513\">Soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227525\">Coentreprises</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.00vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_227535\">Total\u00a0</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227546\">Au 1<span class=\"sup\">er</span> janvier 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227569\">519</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227581\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227591\">519</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227603\">R\u00e9sultat net de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227621\">-3</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227632\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227642\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227653\">Dividendes distribu\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227665\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227675\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227685\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227695\">Acquisitions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227713\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227723\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227733\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227743\">Cessions</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227758\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227768\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227778\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227788\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_227806\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227817\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227827\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227838\">Autres variations de capitaux propres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227856\">-4</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227868\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227878\">-4</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227890\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227904\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227914\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227924\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_227934\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227948\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227958\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_227968\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 62.65%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_227978\">Au 31 d\u00e9cembre 2023</p></div>\n</th>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_227999\">512</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228011\">0</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_228021\">512</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\"><p id=\"p_572940\">Les informations financi\u00e8res r\u00e9sum\u00e9es, avant \u00e9limination des comptes et op\u00e9rations r\u00e9ciproques, des principales soci\u00e9t\u00e9s associ\u00e9es se pr\u00e9sentent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_228261\">(en milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 22.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228276\" style=\"text-align: center; \">Easdaq N.V.</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_228309\">31/12/2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_378910\">31/12/2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228330\">Lieu d'activit\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228342\">Belgique</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378915\">Belgique</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228362\">Pourcentage de d\u00e9tention</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228376\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378920\">8,34%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228396\">Actif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379076\">482</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378925\">537</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228431\">Actif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379082\">2 747</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378930\">2 532</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228468\">Passif non courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379088\">602</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378935\">624</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228503\">Passif courant</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379094\">997</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378940\">901</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228535\">Actif net</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379100\">1 630</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378945\">1 544</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228573\">Quote-part du groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228591\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378950\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228611\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>dans l'actif net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228627\">152</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378955\">129</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228648\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Ecarts d'acquisition</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228662\">383</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378960\">383</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_hilight_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_header_normal\"><p id=\"p_228682\">Valeur comptable au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_hilight_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_hilight_normal\"><p id=\"p_379131\">536</p></div>\n</td>\n<td class=\"Table4_hilight_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_hilight_normal_normal\"><p id=\"p_378980\">512</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228723\">Chiffre d'affaires</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379137\">8 370</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378985\">7 936</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228759\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379143\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378990\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228798\">Autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379149\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_378995\">-0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228837\">R\u00e9sultat global de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_379155\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379000\">-41</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_228876\">Quote-part du Groupe dans :</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228894\"> </p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379005\"> </p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228914\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228930\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379010\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228951\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>les autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_228973\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379015\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"text-indent: -1.04vw; padding-left: 1.04vw; \"><p id=\"p_228993\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.99vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>le r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229009\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379020\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_229030\">Dividendes vers\u00e9s au Groupe</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_229046\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_379025\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_582052\"></p></div>\n</div></div><div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; \"><h3 id=\"p_271211\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.25</span></span>P\u00e9RIM\u00e8TRE DE CONSOLIDATION</h3></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 7.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_271297\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_special1\" rowspan=\"2\" style=\" height:4.48vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_special1_normal\"><p id=\"p_271309\">BOURSE DIRECT</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271321\">Entr\u00e9es de l'exercice</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271335\">% de contr\u00f4le au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271349\">% d'int\u00e9r\u00eat au 31.12.2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537075\">% de contr\u00f4le au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537080\">% d'int\u00e9r\u00eat au 31.12.2023</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_271362\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271371\">Capital\u00a0en milliers\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.48vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271386\">M\u00e9thode MEE/IG/IP</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271419\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271430\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271443\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537085\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">Soci\u00e9t\u00e9 consolidante</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_537090\">100,00%</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271454\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271465\">-</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_271476\">Soci\u00e9t\u00e9 consolidante</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271489\">France</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271500\">Exo\u00e9, Paris</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271513\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271526\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271537\">90,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537095\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537100\">80,00%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271548\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271559\">530</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271572\">IG</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 7.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_271583\">Pays-Bas</p></div>\n</th>\n<td class=\"Table4_normal_special1\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_special1_normal\"><p id=\"p_271594\">EASDAQ N.V.</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271607\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271620\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271631\">9,36%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537105\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 10.50%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_537110\">8,34%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 6.06%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271642\">EUR</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271653\">2\u00a0636</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_271668\">MEE</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInvestmentsAccountedForUsingEquityMethodExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911051_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_238974\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Composition du capital</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_239007\">A la cl\u00f4ture de l'exercice, le capital social est compos\u00e9 de 52 904 233 actions ordinaires d'une valeur nominale de 0,25 euro chacune, sans changement par rapport au 31 d\u00e9cembre 2023.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h5 id=\"p_239079\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actionnaires importants</h5></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<tbody><tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239122\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>E-Viel :</p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239142\">80,99 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239159\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>SwissLife Assurance et Patrimoine : </p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239207\">7,85 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239227\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Amiral Gestion : </p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239256\">2,93 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239322\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Public : </p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239345\">5,78 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239362\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Actions propres :</p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239388\">2,45 %</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Title4\" style=\"text-indent: -7.36vw; padding-left: 7.36vw; margin-bottom: 1.41vw; \"><h4 id=\"p_582959\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.17.3</span></span><span style=\"background-color: #ffffff; \">R\u00e9serves consolid\u00e9es</span></h4></div>\n<div class=\"Normal\"><p id=\"p_240639\"><span style=\"background-color: #ffffff; \">Cette rubrique se d\u00e9compose comme suit :</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:5.59vw; vertical-align: bottom;width: 49.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_240752\"><span style=\"background-color: #ffffff; \">en milliers d\u2019euros</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240765\"><span style=\"background-color: #ffffff; \">B\u00e9n\u00e9fice au bilan</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240778\"><span style=\"background-color: #ffffff; \">R\u00e9serve pour actions propres</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240806\"><span style=\"background-color: #ffffff; \">Ecarts actuariels \u00e0 prestations d\u00e9finies</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240823\"><span style=\"background-color: #ffffff; \">Autres r\u00e9serves</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_240835\"><span style=\"background-color: #ffffff; \">R\u00e9serves consolid\u00e9es</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_240851\">R\u00e9serves consolid\u00e9es au 1<span class=\"sup\">er</span> Janvier 2024</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383907\">42 043</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383913\">767</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383919\">-956</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383925\">1 399</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_383931\">43 253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_240957\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383937\">19 133</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387928\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387932\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387936\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383943\">19 133</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241038\">R\u00e9\u00e9valuation des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387940\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387944\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383949\">415</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387948\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383955\">415</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241119\">Incidence de la comptabilisation d'instruments de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387952\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387956\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387960\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387964\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383961\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241195\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387968\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387972\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387976\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387980\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383967\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:3.91vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241346\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global des entreprises associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387984\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387988\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387992\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387996\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383973\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_241526\">R\u00e9sultat global de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383979\">19 133</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383985\">0</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383991\">415</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383997\">0</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_384003\">19 548</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241618\">Affectation \u00e0 la r\u00e9serve g\u00e9n\u00e9rale</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388000\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388004\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388008\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388012\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384009\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241690\">Affectation \u00e0 l a r\u00e9serve pour actions propres</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384015\">-5 319</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384021\">5 319</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388016\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388020\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384027\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241775\">Exercice d'options de souscription d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388024\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388028\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388032\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388036\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384033\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241847\">Incidence de la comptabilisation des options de souscriptions d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388040\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388044\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388048\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388052\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384039\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241927\">Dividendes vers\u00e9s</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384045\">-8 260</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388056\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388060\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388064\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384051\">-8 260</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242004\">Incidence des variations de p\u00e9rim\u00e8tre / Autres variations</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384057\">-946</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388068\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388072\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388076\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384063\">-946</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_242094\">R\u00e9serves consolid\u00e9es au 31 d\u00e9cembre 2024</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384069\">46 651</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384075\">6 086</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384081\">-541</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384087\">1 399</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_384093\">53 595</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:5.59vw; vertical-align: bottom;width: 49.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_242285\"><span style=\"background-color: #ffffff; \">en milliers d\u2019euros</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242298\"><span style=\"background-color: #ffffff; \">B\u00e9n\u00e9fice au bilan</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242311\"><span style=\"background-color: #ffffff; \">R\u00e9serve pour actions propres</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242326\"><span style=\"background-color: #ffffff; \">Ecarts actuariels \u00e0 prestations d\u00e9finies</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242343\"><span style=\"background-color: #ffffff; \">Autres r\u00e9serves</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_242355\"><span style=\"background-color: #ffffff; \">R\u00e9serves consolid\u00e9es</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_242371\">R\u00e9serves consolid\u00e9es au 1er Janvier 2023</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383106\">34\u00a0109</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383111\">1\u00a0314</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383263\">-732</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383268\">1\u00a0399</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_383273\">36\u00a0089</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242466\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383116\">15\u00a0932</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383121\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383278\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383282\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383286\">15\u00a0932</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242539\">R\u00e9\u00e9valuation des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383125\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383129\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383291\">-224</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383296\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383300\">-224</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242612\">Incidence de la comptabilisation d'instruments de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383133\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383137\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383305\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383309\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383313\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242683\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383141\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383145\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383318\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383322\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383326\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:3.91vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242829\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global des entreprises associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383149\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383153\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383331\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383335\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383339\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_243004\">R\u00e9sultat global de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383157\">15\u00a0932</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383162\">0</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383344\">-224</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383349\">0</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_383354\">15\u00a0708</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243085\">Affectation \u00e0 la r\u00e9serve g\u00e9n\u00e9rale</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383167\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383171\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383359\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383363\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383367\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243152\">Affectation \u00e0 l a r\u00e9serve pour actions propres</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383175\">547</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383180\">-547</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383372\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383376\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383380\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243236\">Exercice d'options de souscription d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383185\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383189\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383385\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383389\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383393\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243303\">Incidence de la comptabilisation des options de souscriptions d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383193\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383197\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383398\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383402\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383406\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243378\">Dividendes vers\u00e9s</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383201\">-4\u00a0267</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383206\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383411\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383415\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383419\">-4\u00a0267</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243447\">Incidence des variations de p\u00e9rim\u00e8tre / Autres variations</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383210\">-4\u00a0278</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383215\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383424\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383428\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383432\">-4\u00a0278</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_243523\">R\u00e9serves consolid\u00e9es au 31 d\u00e9cembre 2023</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383219\">42\u00a0043</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383224\">767</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383437\">-956</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383442\">1\u00a0399</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_383447\">43\u00a0251</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_243634\">La r\u00e9serve d\u2019\u00e9carts actuariels des r\u00e9gimes \u00e0 prestations d\u00e9finies est utilis\u00e9e pour enregistrer les modifications des hypoth\u00e8ses \u00e0 long terme et la diff\u00e9rence entre les hypoth\u00e8ses prises et l\u2019\u00e9volution r\u00e9elle des r\u00e9gimes \u00e0 prestations\u00a0d\u00e9finies. </p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_582994\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Autres \u00e9l\u00e9ments du r\u00e9sultat global</h6></div>\n<div class=\"Normal\"><p id=\"p_243936\">Cette rubrique se d\u00e9compose comme suit:</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.71vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" rowspan=\"2\" style=\" height:1.32vw; vertical-align: bottom;width: 34.99%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_244071\"><span style=\"background-color: #ffffff; \">2024<br/>en milliers d'euros</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"7\" style=\" height:1.32vw; vertical-align: bottom;width: 65.01%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244089\" style=\"text-align: center; \"><span style=\"background-color: #ffffff; \">Attribuables aux actionnaires de la soci\u00e9t\u00e9 m\u00e8re</span></p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244174\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Ecart de conversion</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244198\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">R\u00e9serve de couverture</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244222\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">R\u00e9serve de r\u00e9\u00e9valuation</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244246\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">r\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_244411\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Total part du Groupe</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244443\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Int\u00e9r\u00eats minoritaires</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_244461\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Total</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_244475\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244519\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244527\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244535\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244543\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_244552\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244561\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_244570\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_244579\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244618\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244626\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244634\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244643\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244653\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244663\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244673\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_244682\">R\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244742\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244750\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244758\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244767\">415</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244780\">415</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244793\">1</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244803\">1</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_244816\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244861\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244871\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244881\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244891\">415</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_244904\">415</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244917\">1</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_244927\">1</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_244939\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244977\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244985\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244993\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245001\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_245010\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245019\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_245028\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245037\">Ajustement \u00e0 la juste valeur des couvertures de flux de tr\u00e9sorerie</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245066\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245074\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245082\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245090\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245099\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245108\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245117\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245126\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>\u00a0constat\u00e9s dans la r\u00e9serve de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245149\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245159\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245169\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245179\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245189\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245199\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245209\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245218\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245238\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245248\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245258\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245268\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245278\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245288\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245298\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245307\"></p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245316\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245326\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245336\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245345\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245354\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245364\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245374\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245383\">Ajustement \u00e0 la juste valeur des actifs financiers disponibles \u00e0 la vente</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245415\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245425\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245435\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245444\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245453\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245463\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245473\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245482\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>constat\u00e9s dans la r\u00e9serve de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245504\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245514\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245524\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245533\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245542\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245552\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245562\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245571\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245591\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245601\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245611\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245621\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245631\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245641\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245651\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245660\">Ecarts de conversion</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245674\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245683\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245693\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245703\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245713\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245723\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245733\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245742\">Transfert des \u00e9carts de conversion au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245768\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245778\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245788\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245798\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245808\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245818\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245828\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245837\">Ecarts de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245851\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245861\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245871\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245881\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245891\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245901\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245911\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245920\">Autres \u00e9l\u00e9ments du r\u00e9sultat global des soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245944\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245954\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245964\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245973\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245982\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245992\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_246002\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_246012\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246056\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246066\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246076\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246086\">0</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_246096\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246106\">0</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_246116\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_246126\">Autres \u00e9l\u00e9ments du r\u00e9sultat global de l'exercice, nets d'imp\u00f4ts</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246156\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246166\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246176\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_385719\">415</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_385724\">415</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_385729\">1</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_385734\">1</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_246252\"></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" rowspan=\"2\" style=\" height:1.32vw; vertical-align: bottom;width: 34.99%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_246333\">2023<br/>en milliers d'euros</p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"7\" style=\" height:1.32vw; vertical-align: bottom;width: 65.01%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246353\" style=\"text-align: center; \">Attribuables aux actionnaires de la soci\u00e9t\u00e9 m\u00e8re</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246442\">Ecart de conversion</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246456\">R\u00e9serve de couverture</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246470\">R\u00e9serve de r\u00e9\u00e9valuation</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246484\">R\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_246545\">Total part du Groupe</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246564\">Int\u00e9r\u00eats minoritaires</p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_246576\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_246589\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246628\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246636\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246644\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246652\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_246661\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246670\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_246679\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_246688\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246727\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246735\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246743\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_246752\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_246762\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_246772\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_246782\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_246791\">R\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246851\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246859\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246867\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384533\">-224</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384538\">-224</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384543\">4</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384548\">-220</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_246922\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246967\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246977\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246987\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384553\">-224</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_384558\">-224</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384563\">4</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_384568\">-220</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_247042\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247083\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247091\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247099\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247107\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_247116\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247125\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_247134\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247143\">Ajustement \u00e0 la juste valeur des couvertures de flux de tr\u00e9sorerie</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247175\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247183\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247191\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247199\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247208\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247217\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247226\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247235\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>constat\u00e9s dans la r\u00e9serve de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247257\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247267\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247277\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247287\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247297\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247307\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247317\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247326\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247347\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247357\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247367\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247377\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247387\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247397\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247407\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376798\"></p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376805\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376812\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376819\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376826\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376833\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376840\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376847\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247416\">Ajustement \u00e0 la juste valeur des actifs financiers disponibles \u00e0 la vente</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247448\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247458\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247468\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247477\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247486\">0\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247496\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247506\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247515\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>constat\u00e9s dans la r\u00e9serve de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247537\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247547\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247557\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247566\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247575\">0\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247585\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247595\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247604\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247624\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247634\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247644\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247654\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247663\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247673\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247683\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247692\">Ecarts de conversion</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247706\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247716\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247726\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247736\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247746\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247756\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247766\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247775\">Transfert des \u00e9carts de conversion au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247839\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247849\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247858\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247867\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247876\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247886\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247895\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247905\">Ecarts de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247930\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247940\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247950\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247960\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247970\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247980\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247990\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247999\">Autres \u00e9l\u00e9ments du r\u00e9sultat global des soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248062\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248072\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248082\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248092\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_248102\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248112\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_248122\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_248131\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248223\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248233\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248243\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_248252\"></p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_248261\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248271\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_248281\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_248291\">Autres \u00e9l\u00e9ments du r\u00e9sultat global de l'exercice, nets d'imp\u00f4ts</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663338\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663343\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663348\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663353\">-224</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_663358\">-224</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663363\">4</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_663368\">-220</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfShareCapitalReservesAndOtherEquityInterestExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_17183760621282095_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_238974\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Composition du capital</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_239007\">A la cl\u00f4ture de l'exercice, le capital social est compos\u00e9 de 52 904 233 actions ordinaires d'une valeur nominale de 0,25 euro chacune, sans changement par rapport au 31 d\u00e9cembre 2023.</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h5 id=\"p_239079\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Actionnaires importants</h5></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<tbody><tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239122\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>E-Viel :</p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239142\">80,99 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239159\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>SwissLife Assurance et Patrimoine : </p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239207\">7,85 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239227\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Amiral Gestion : </p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239256\">2,93 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239322\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Public : </p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239345\">5,78 %</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_special2\" style=\" height:1.68vw; vertical-align: top;width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special2_normal\" style=\"text-indent: -2.52vw; padding-left: 2.52vw; \"><p id=\"p_239362\"><span style=\"text-indent: 0vw;  padding-left: 1.41vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 1.20vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>Actions propres :</p></div>\n</td>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 30.28%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239388\">2,45 %</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfIssuedCapitalExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18955985893083846_0_0": {
   "value": "<div class=\"Titre7NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_239433\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.20vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Affectation du r\u00e9sultat 2023</p></div>\n<div class=\"Normal\"><p id=\"p_239454\"><span style=\"background-color: #ffffff; \">Conform\u00e9ment \u00e0 la d\u00e9cision de l\u2019Assembl\u00e9e g\u00e9n\u00e9rale des actionnaires qui s\u2019est tenue le 14 mai 2024, le r\u00e9sultat 2023 a \u00e9t\u00e9 affect\u00e9 de la mani\u00e8re suivante :</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 28.22vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 41.67vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<tbody><tr>\n<td class=\"Table2_normal_normal\" style=\" height:1.68vw; vertical-align: top;width: 66.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239539\">Distribution de dividende</p></div>\n</td>\n<td class=\"Table2_normal_special1\" style=\" height:1.68vw; vertical-align: top;width: 33.86%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_normal_special1_normal\"><p id=\"p_382197\">8 464 677,28</p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_normal_normal\" style=\" height:1.75vw; vertical-align: top;width: 66.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #000000; border-bottom-width: 0.14vw;border-bottom-style: SOLID; \">\n<div class=\"Table2_normal_normal_normal\"><p id=\"p_239568\">Report \u00e0 nouveau</p></div>\n</td>\n<td class=\"Table2_normal_special1\" style=\" height:1.75vw; vertical-align: top;width: 33.86%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #000000; border-bottom-width: 0.14vw;border-bottom-style: SOLID; \">\n<div class=\"Table2_normal_special1_normal\"><p id=\"p_382210\">6 961 426,29 </p></div>\n</td>\n</tr>\n<tr>\n<td class=\"Table2_special1_normal\" style=\" height:1.75vw; vertical-align: top;width: 66.14%; border-left-width: 0.00vw;border-top-color: #000000; border-top-width: 0.14vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_special1_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_239594\"></p></div>\n</td>\n<td class=\"Table2_special1_special1\" style=\" height:1.75vw; vertical-align: top;width: 33.86%; border-left-width: 0.00vw;border-top-color: #000000; border-top-width: 0.14vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-width: 0.00vw;\">\n<div class=\"Table2_special1_special1_normal\"><p id=\"p_382225\">15 426 103,57</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_239632\"><span style=\"background-color: #ffffff; white-space: pre-wrap; \">Soit un dividende de </span><span style=\"background-color: #ffffff; \">0,16</span><span style=\"background-color: #ffffff; white-space: pre-wrap; \"> euro par action.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfDividendsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23364657548781462_0": {
   "value": "0.16",
   "decimals": 2,
   "dimensions": {
    "concept": "ifrs-full:DividendsRecognisedAsDistributionsToOwnersPerShare",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00",
    "unit": "iso4217:EUR/xbrli:shares"
   }
  },
  "tag_18952182181179737_0_0": {
   "value": "<div class=\"Title4\" style=\"text-indent: -7.36vw; padding-left: 7.36vw; margin-bottom: 1.41vw; \"><h4 id=\"p_582959\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.17.3</span></span><span style=\"background-color: #ffffff; \">R\u00e9serves consolid\u00e9es</span></h4></div>\n<div class=\"Normal\"><p id=\"p_240639\"><span style=\"background-color: #ffffff; \">Cette rubrique se d\u00e9compose comme suit :</span></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:5.59vw; vertical-align: bottom;width: 49.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_240752\"><span style=\"background-color: #ffffff; \">en milliers d\u2019euros</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240765\"><span style=\"background-color: #ffffff; \">B\u00e9n\u00e9fice au bilan</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240778\"><span style=\"background-color: #ffffff; \">R\u00e9serve pour actions propres</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240806\"><span style=\"background-color: #ffffff; \">Ecarts actuariels \u00e0 prestations d\u00e9finies</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_240823\"><span style=\"background-color: #ffffff; \">Autres r\u00e9serves</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_240835\"><span style=\"background-color: #ffffff; \">R\u00e9serves consolid\u00e9es</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_240851\">R\u00e9serves consolid\u00e9es au 1<span class=\"sup\">er</span> Janvier 2024</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383907\">42 043</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383913\">767</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383919\">-956</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383925\">1 399</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_383931\">43 253</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_240957\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383937\">19 133</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387928\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387932\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387936\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383943\">19 133</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241038\">R\u00e9\u00e9valuation des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387940\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387944\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383949\">415</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387948\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383955\">415</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241119\">Incidence de la comptabilisation d'instruments de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387952\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387956\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387960\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387964\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383961\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241195\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387968\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387972\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387976\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387980\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383967\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:3.91vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241346\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global des entreprises associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387984\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387988\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387992\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_387996\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383973\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_241526\">R\u00e9sultat global de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383979\">19 133</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383985\">0</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383991\">415</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383997\">0</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_384003\">19 548</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241618\">Affectation \u00e0 la r\u00e9serve g\u00e9n\u00e9rale</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388000\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388004\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388008\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388012\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384009\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241690\">Affectation \u00e0 l a r\u00e9serve pour actions propres</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384015\">-5 319</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384021\">5 319</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388016\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388020\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384027\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241775\">Exercice d'options de souscription d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388024\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388028\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388032\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388036\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384033\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241847\">Incidence de la comptabilisation des options de souscriptions d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388040\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388044\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388048\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388052\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384039\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_241927\">Dividendes vers\u00e9s</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384045\">-8 260</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388056\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388060\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388064\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384051\">-8 260</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242004\">Incidence des variations de p\u00e9rim\u00e8tre / Autres variations</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384057\">-946</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388068\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388072\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_388076\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384063\">-946</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_242094\">R\u00e9serves consolid\u00e9es au 31 d\u00e9cembre 2024</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384069\">46 651</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384075\">6 086</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384081\">-541</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384087\">1 399</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_384093\">53 595</p></div>\n</td>\n</tr>\n</tbody></table>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:5.59vw; vertical-align: bottom;width: 49.53%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_242285\"><span style=\"background-color: #ffffff; \">en milliers d\u2019euros</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242298\"><span style=\"background-color: #ffffff; \">B\u00e9n\u00e9fice au bilan</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242311\"><span style=\"background-color: #ffffff; \">R\u00e9serve pour actions propres</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242326\"><span style=\"background-color: #ffffff; \">Ecarts actuariels \u00e0 prestations d\u00e9finies</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_242343\"><span style=\"background-color: #ffffff; \">Autres r\u00e9serves</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:5.59vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_242355\"><span style=\"background-color: #ffffff; \">R\u00e9serves consolid\u00e9es</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_242371\">R\u00e9serves consolid\u00e9es au 1er Janvier 2023</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383106\">34\u00a0109</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383111\">1\u00a0314</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383263\">-732</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383268\">1\u00a0399</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_383273\">36\u00a0089</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242466\">R\u00e9sultat net de l'exercice</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383116\">15\u00a0932</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383121\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383278\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383282\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383286\">15\u00a0932</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242539\">R\u00e9\u00e9valuation des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383125\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383129\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383291\">-224</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383296\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383300\">-224</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242612\">Incidence de la comptabilisation d'instruments de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383133\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383137\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383305\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383309\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383313\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242683\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383141\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383145\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383318\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383322\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383326\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:3.91vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_242829\">Incidence de la r\u00e9\u00e9valuation d'actifs financiers actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global des entreprises associ\u00e9es et coentreprises</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383149\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383153\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383331\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383335\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383339\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_hilight_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_header_normal\"><p id=\"p_243004\">R\u00e9sultat global de la p\u00e9riode</p></div>\n</th>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383157\">15\u00a0932</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383162\">0</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383344\">-224</p></div>\n</td>\n<td class=\"Table5_hilight_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_normal_normal\"><p id=\"p_383349\">0</p></div>\n</td>\n<td class=\"Table5_hilight_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_hilight_hilight_normal\"><p id=\"p_383354\">15\u00a0708</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243085\">Affectation \u00e0 la r\u00e9serve g\u00e9n\u00e9rale</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383167\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383171\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383359\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383363\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383367\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243152\">Affectation \u00e0 l a r\u00e9serve pour actions propres</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383175\">547</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383180\">-547</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383372\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383376\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383380\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243236\">Exercice d'options de souscription d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383185\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383189\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383385\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383389\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383393\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243303\">Incidence de la comptabilisation des options de souscriptions d'actions</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383193\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383197\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383398\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383402\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383406\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243378\">Dividendes vers\u00e9s</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383201\">-4\u00a0267</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383206\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383411\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383415\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383419\">-4\u00a0267</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_243447\">Incidence des variations de p\u00e9rim\u00e8tre / Autres variations</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_383210\">-4\u00a0278</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383215\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383424\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_383428\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_383432\">-4\u00a0278</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 49.53%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_243523\">R\u00e9serves consolid\u00e9es au 31 d\u00e9cembre 2023</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383219\">42\u00a0043</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383224\">767</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383437\">-956</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_383442\">1\u00a0399</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_383447\">43\u00a0251</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_243634\">La r\u00e9serve d\u2019\u00e9carts actuariels des r\u00e9gimes \u00e0 prestations d\u00e9finies est utilis\u00e9e pour enregistrer les modifications des hypoth\u00e8ses \u00e0 long terme et la diff\u00e9rence entre les hypoth\u00e8ses prises et l\u2019\u00e9volution r\u00e9elle des r\u00e9gimes \u00e0 prestations\u00a0d\u00e9finies. </p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_582994\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Autres \u00e9l\u00e9ments du r\u00e9sultat global</h6></div>\n<div class=\"Normal\"><p id=\"p_243936\">Cette rubrique se d\u00e9compose comme suit:</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.71vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" rowspan=\"2\" style=\" height:1.32vw; vertical-align: bottom;width: 34.99%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_244071\"><span style=\"background-color: #ffffff; \">2024<br/>en milliers d'euros</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"7\" style=\" height:1.32vw; vertical-align: bottom;width: 65.01%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244089\" style=\"text-align: center; \"><span style=\"background-color: #ffffff; \">Attribuables aux actionnaires de la soci\u00e9t\u00e9 m\u00e8re</span></p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244174\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Ecart de conversion</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244198\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">R\u00e9serve de couverture</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244222\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">R\u00e9serve de r\u00e9\u00e9valuation</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244246\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">r\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_244411\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Total part du Groupe</span></p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:7.89vw; vertical-align: bottom;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_244443\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Int\u00e9r\u00eats minoritaires</span></p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:7.89vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_244461\"><span style=\"background-color: #ffffff; font-size: 0.85vw; line-height: 1.27vw; \">Total</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_244475\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244519\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244527\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244535\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244543\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_244552\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244561\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_244570\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_244579\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244618\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244626\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244634\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244643\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244653\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244663\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244673\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_244682\">R\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244742\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244750\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244758\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244767\">415</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244780\">415</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_244793\">1</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_244803\">1</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_244816\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244861\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244871\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244881\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244891\">415</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_244904\">415</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_244917\">1</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_244927\">1</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_244939\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244977\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244985\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_244993\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245001\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_245010\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245019\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_245028\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245037\">Ajustement \u00e0 la juste valeur des couvertures de flux de tr\u00e9sorerie</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245066\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245074\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245082\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245090\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245099\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245108\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245117\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245126\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>\u00a0constat\u00e9s dans la r\u00e9serve de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245149\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245159\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245169\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245179\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245189\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245199\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245209\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245218\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245238\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245248\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245258\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245268\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245278\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245288\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245298\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245307\"></p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245316\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245326\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245336\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245345\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245354\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245364\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245374\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245383\">Ajustement \u00e0 la juste valeur des actifs financiers disponibles \u00e0 la vente</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245415\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245425\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245435\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245444\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245453\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245463\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245473\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245482\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>constat\u00e9s dans la r\u00e9serve de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245504\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245514\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245524\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245533\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245542\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245552\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245562\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_245571\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245591\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245601\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245611\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245621\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245631\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245641\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245651\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245660\">Ecarts de conversion</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245674\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245683\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245693\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245703\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245713\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245723\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245733\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245742\">Transfert des \u00e9carts de conversion au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245768\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245778\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245788\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245798\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245808\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245818\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245828\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245837\">Ecarts de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245851\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245861\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245871\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245881\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245891\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245901\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245911\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_245920\">Autres \u00e9l\u00e9ments du r\u00e9sultat global des soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245944\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245954\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245964\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_245973\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_245982\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_245992\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_246002\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_246012\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246056\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246066\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246076\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246086\">0</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_246096\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246106\">0</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_246116\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_246126\">Autres \u00e9l\u00e9ments du r\u00e9sultat global de l'exercice, nets d'imp\u00f4ts</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246156\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246166\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246176\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_385719\">415</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_385724\">415</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_385729\">1</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_385734\">1</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_246252\"></p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" rowspan=\"2\" style=\" height:1.32vw; vertical-align: bottom;width: 34.99%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_246333\">2023<br/>en milliers d'euros</p></div>\n</th>\n<th class=\"Table5_header_normal\" colspan=\"7\" style=\" height:1.32vw; vertical-align: bottom;width: 65.01%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246353\" style=\"text-align: center; \">Attribuables aux actionnaires de la soci\u00e9t\u00e9 m\u00e8re</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246442\">Ecart de conversion</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246456\">R\u00e9serve de couverture</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246470\">R\u00e9serve de r\u00e9\u00e9valuation</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246484\">R\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_246545\">Total part du Groupe</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:9.91vw; vertical-align: bottom;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_246564\">Int\u00e9r\u00eats minoritaires</p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:9.91vw; vertical-align: bottom;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_246576\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_246589\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246628\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246636\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246644\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246652\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_246661\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246670\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_246679\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_246688\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246727\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246735\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246743\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_246752\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_246762\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_246772\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_246782\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_246791\">R\u00e9\u00e9valuation du passif (de l\u2019actif) au titre des r\u00e9gimes \u00e0 prestations d\u00e9finies</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246851\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246859\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_246867\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384533\">-224</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384538\">-224</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_384543\">4</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_384548\">-220</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_246922\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui ne peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246967\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246977\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_246987\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384553\">-224</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_384558\">-224</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_384563\">4</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_384568\">-220</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special2_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_247042\">Autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247083\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247091\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247099\"></p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247107\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_247116\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247125\"></p></div>\n</td>\n<td class=\"Table5_special2_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_247134\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247143\">Ajustement \u00e0 la juste valeur des couvertures de flux de tr\u00e9sorerie</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247175\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247183\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247191\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247199\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247208\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247217\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247226\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247235\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>constat\u00e9s dans la r\u00e9serve de couverture</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247257\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247267\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247277\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247287\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247297\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247307\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247317\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247326\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247347\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247357\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247367\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247377\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247387\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247397\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247407\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376798\"></p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376805\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376812\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376819\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376826\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376833\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376840\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_376847\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247416\">Ajustement \u00e0 la juste valeur des actifs financiers disponibles \u00e0 la vente</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247448\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247458\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247468\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247477\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247486\">0\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247496\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247506\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247515\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>constat\u00e9s dans la r\u00e9serve de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247537\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247547\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247557\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247566\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247575\">0\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247585\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247595\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\" style=\"text-indent: -0.99vw; padding-left: 0.99vw; \"><p id=\"p_247604\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.71vw; box-sizing: border-box; \"><span style=\"color: #098cc8; font-size: 0.85vw; font-family: 'Poppins-BOLD'; \">\u203a</span></span>transf\u00e9r\u00e9s au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247624\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247634\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247644\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247654\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247663\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247673\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247683\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247692\">Ecarts de conversion</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247706\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247716\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247726\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247736\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247746\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247756\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247766\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247775\">Transfert des \u00e9carts de conversion au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247839\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247849\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247858\"></p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247867\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247876\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_247886\"></p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247895\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247905\">Ecarts de r\u00e9\u00e9valuation</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247930\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247940\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247950\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247960\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247970\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_247980\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_247990\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_247999\">Autres \u00e9l\u00e9ments du r\u00e9sultat global des soci\u00e9t\u00e9s associ\u00e9es</p></div>\n</th>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248062\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248072\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248082\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248092\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_248102\">0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_248112\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_248122\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:3.91vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_248131\">Total des autres \u00e9l\u00e9ments du r\u00e9sultat global qui peuvent \u00eatre reclass\u00e9s ult\u00e9rieurement au compte de r\u00e9sultat</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248223\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248233\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248243\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.19vw; \"><p id=\"p_248252\"></p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_248261\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:3.91vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_248271\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:3.91vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_248281\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:2.58vw; vertical-align: center;width: 34.99%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_248291\">Autres \u00e9l\u00e9ments du r\u00e9sultat global de l'exercice, nets d'imp\u00f4ts</p></div>\n</th>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663338\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663343\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.89%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663348\">0</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 10.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663353\">-224</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_663358\">-224</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:2.58vw; vertical-align: center;width: 9.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_663363\">4</p></div>\n</td>\n<td class=\"Table5_special4_hilight\" style=\" height:2.58vw; vertical-align: center;width: 8.88%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_663368\">-220</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfReservesAndOtherEquityInterestExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18952813627568498_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.25vw; padding-left: 7.25vw; margin-bottom: 2.12vw; \"><h3 id=\"p_249429\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.19</span></span>AUTRES PRODUITS D\u2019EXPLOITATION BANCAIRE</h3></div>\n<div class=\"Normal\"><p id=\"p_249455\">Les autres produits d'exploitation bancaire se d\u00e9composent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_249565\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_249579\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_249590\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_249601\">Produits r\u00e9alis\u00e9s avec les soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_249621\">183</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_249632\">112</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_249644\">Autres produits</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_249656\">1\u00a0168</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_249670\">2\u00a0795</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_249684\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_249698\">1\u00a0351</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_249712\">2\u00a0907</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_249743\">Les autres produits sont principalement constitu\u00e9s de prestations informatiques et de ventes d\u2019espaces\u00a0publicitaires.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherOperatingIncomeExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_6047884659911025_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.25vw; padding-left: 7.25vw; margin-bottom: 2.12vw; \"><h3 id=\"p_249429\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.19</span></span>AUTRES PRODUITS D\u2019EXPLOITATION BANCAIRE</h3></div>\n<div class=\"Normal\"><p id=\"p_249455\">Les autres produits d'exploitation bancaire se d\u00e9composent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_249565\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_249579\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_249590\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_249601\">Produits r\u00e9alis\u00e9s avec les soci\u00e9t\u00e9s li\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_249621\">183</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_249632\">112</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_249644\">Autres produits</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_249656\">1\u00a0168</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_249670\">2\u00a0795</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_249684\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_249698\">1\u00a0351</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_249712\">2\u00a0907</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_249743\">Les autres produits sont principalement constitu\u00e9s de prestations informatiques et de ventes d\u2019espaces\u00a0publicitaires.</p></div>\n<div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; margin-bottom: 2.12vw; \"><h3 id=\"p_249875\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.20</span></span>CHARGES G\u00e9N\u00e9RALES D\u2019EXPLOITATION</h3></div>\n<div class=\"Normal\"><p id=\"p_249905\">Les charges g\u00e9n\u00e9rales d'exploitation se composent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_250014\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_250039\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_250050\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250061\">R\u00e9mun\u00e9ration du personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390479\">11 483</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250089\">9\u00a0822</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250103\">Charges sociales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390485\">5 101</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250129\">4\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250143\">Imp\u00f4ts et taxes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390491\">1 839</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250171\">1\u00a0675</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250186\">Autres services techniques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390497\">12 706</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250215\">11\u00a0358</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250229\">Honoraires et frais annexes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390503\">1 660</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250259\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250273\">Publicit\u00e9, publications et relations publiques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390509\">1 521</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250305\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250319\">Participation / Int\u00e9ressement des salari\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390515\">2 327</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250347\">2\u00a0090</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250359\">Frais postaux et de t\u00e9l\u00e9communication</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390521\">241</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250389\">309</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250401\">Autres charges d'exploitation</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390527\">3 859</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250429\">3\u00a0841</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_250443\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389870\">40 737</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_250469\">37\u00a0086</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250501\"><span style=\"background-color: #ffffff; \">Les principales charges g\u00e9n\u00e9rales d\u2019exploitation de la soci\u00e9t\u00e9 sont constitu\u00e9es de frais de personnel, pour un montant de 16 584 k\u20ac en 2024, contre 14 763 k\u20ac en 2023 (hors participation). Les charges sociales incluent un montant de 1 118 k\u20ac au titre des charges de retraite.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherOperatingIncomeExpenseExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18952865457431305_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; margin-bottom: 2.12vw; \"><h3 id=\"p_249875\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.20</span></span>CHARGES G\u00e9N\u00e9RALES D\u2019EXPLOITATION</h3></div>\n<div class=\"Normal\"><p id=\"p_249905\">Les charges g\u00e9n\u00e9rales d'exploitation se composent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_250014\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_250039\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_250050\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250061\">R\u00e9mun\u00e9ration du personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390479\">11 483</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250089\">9\u00a0822</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250103\">Charges sociales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390485\">5 101</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250129\">4\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250143\">Imp\u00f4ts et taxes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390491\">1 839</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250171\">1\u00a0675</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250186\">Autres services techniques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390497\">12 706</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250215\">11\u00a0358</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250229\">Honoraires et frais annexes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390503\">1 660</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250259\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250273\">Publicit\u00e9, publications et relations publiques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390509\">1 521</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250305\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250319\">Participation / Int\u00e9ressement des salari\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390515\">2 327</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250347\">2\u00a0090</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250359\">Frais postaux et de t\u00e9l\u00e9communication</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390521\">241</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250389\">309</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250401\">Autres charges d'exploitation</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390527\">3 859</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250429\">3\u00a0841</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_250443\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389870\">40 737</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_250469\">37\u00a0086</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250501\"><span style=\"background-color: #ffffff; \">Les principales charges g\u00e9n\u00e9rales d\u2019exploitation de la soci\u00e9t\u00e9 sont constitu\u00e9es de frais de personnel, pour un montant de 16 584 k\u20ac en 2024, contre 14 763 k\u20ac en 2023 (hors participation). Les charges sociales incluent un montant de 1 118 k\u20ac au titre des charges de retraite.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfExpensesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18956272841769929_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; margin-bottom: 2.12vw; \"><h3 id=\"p_249875\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.20</span></span>CHARGES G\u00e9N\u00e9RALES D\u2019EXPLOITATION</h3></div>\n<div class=\"Normal\"><p id=\"p_249905\">Les charges g\u00e9n\u00e9rales d'exploitation se composent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_250014\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_250039\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_250050\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250061\">R\u00e9mun\u00e9ration du personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390479\">11 483</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250089\">9\u00a0822</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250103\">Charges sociales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390485\">5 101</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250129\">4\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250143\">Imp\u00f4ts et taxes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390491\">1 839</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250171\">1\u00a0675</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250186\">Autres services techniques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390497\">12 706</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250215\">11\u00a0358</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250229\">Honoraires et frais annexes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390503\">1 660</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250259\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250273\">Publicit\u00e9, publications et relations publiques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390509\">1 521</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250305\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250319\">Participation / Int\u00e9ressement des salari\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390515\">2 327</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250347\">2\u00a0090</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250359\">Frais postaux et de t\u00e9l\u00e9communication</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390521\">241</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250389\">309</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250401\">Autres charges d'exploitation</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390527\">3 859</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250429\">3\u00a0841</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_250443\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389870\">40 737</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_250469\">37\u00a0086</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250501\"><span style=\"background-color: #ffffff; \">Les principales charges g\u00e9n\u00e9rales d\u2019exploitation de la soci\u00e9t\u00e9 sont constitu\u00e9es de frais de personnel, pour un montant de 16 584 k\u20ac en 2024, contre 14 763 k\u20ac en 2023 (hors participation). Les charges sociales incluent un montant de 1 118 k\u20ac au titre des charges de retraite.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfOtherOperatingExpenseExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18956073820589065_0_0": {
   "value": "<div class=\"Title3\" style=\"text-indent: -7.71vw; padding-left: 7.71vw; margin-bottom: 2.12vw; \"><h3 id=\"p_249875\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 1.83vw; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.98vw; font-family: 'Poppins-SEMIBOLD'; \">4.2.20</span></span>CHARGES G\u00e9N\u00e9RALES D\u2019EXPLOITATION</h3></div>\n<div class=\"Normal\"><p id=\"p_249905\">Les charges g\u00e9n\u00e9rales d'exploitation se composent comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_250014\">en milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_250039\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_250050\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250061\">R\u00e9mun\u00e9ration du personnel</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390479\">11 483</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250089\">9\u00a0822</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250103\">Charges sociales</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390485\">5 101</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250129\">4\u00a0941</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250143\">Imp\u00f4ts et taxes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390491\">1 839</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250171\">1\u00a0675</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250186\">Autres services techniques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390497\">12 706</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250215\">11\u00a0358</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250229\">Honoraires et frais annexes</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390503\">1 660</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250259\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250273\">Publicit\u00e9, publications et relations publiques</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390509\">1 521</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250305\">1\u00a0525</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250319\">Participation / Int\u00e9ressement des salari\u00e9s</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390515\">2 327</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250347\">2\u00a0090</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250359\">Frais postaux et de t\u00e9l\u00e9communication</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390521\">241</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250389\">309</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_250401\">Autres charges d'exploitation</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_390527\">3 859</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_250429\">3\u00a0841</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_250443\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389870\">40 737</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_250469\">37\u00a0086</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_250501\"><span style=\"background-color: #ffffff; \">Les principales charges g\u00e9n\u00e9rales d\u2019exploitation de la soci\u00e9t\u00e9 sont constitu\u00e9es de frais de personnel, pour un montant de 16 584 k\u20ac en 2024, contre 14 763 k\u20ac en 2023 (hors participation). Les charges sociales incluent un montant de 1 118 k\u20ac au titre des charges de retraite.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfGeneralAndAdministrativeExpenseExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19443241096417684_0_0": {
   "value": "<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 0.00vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Title4\" style=\"text-indent: -7.47vw; padding-left: 7.47vw; \"><h4 id=\"p_253488\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.24.1</span></span>Engagements hors-bilan</h4></div>\n</div></div><table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.42vw; border-bottom-style: SOLID; margin-bottom: 0.42vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table5_header_header\" style=\" height:1.32vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_header_normal\"><p id=\"p_253551\">(En milliers d'euros)</p></div>\n</th>\n<th class=\"Table5_header_hilight\" style=\" height:1.32vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_hilight_normal\"><p id=\"p_253566\">31.12.2024</p></div>\n</th>\n<th class=\"Table5_header_normal\" style=\" height:1.32vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_header_normal_normal\"><p id=\"p_253577\">31.12.2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table5_special2_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_253588\">Engagements donn\u00e9s</p></div>\n</th>\n<td class=\"Table5_special2_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_253604\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\"><p id=\"p_253614\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253624\">Titres en conservation</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253638\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253648\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253658\">Titres \u00e0 livrer</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253673\">56\u00a0404</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253688\">72\u00a0405</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253703\">Garantie \u00e0 1ere demande donn\u00e9e</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253723\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253733\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253743\">Autres engagements donn\u00e9s</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253757\">\u00a0</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253767\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_253778\">Total</p></div>\n</th>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_253792\">56\u00a0404</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_253807\">72\u00a0405</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special2_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_header_normal\"><p id=\"p_253822\">Engagements re\u00e7us</p></div>\n</th>\n<td class=\"Table5_special2_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_hilight_normal\"><p id=\"p_253838\">\u00a0</p></div>\n</td>\n<td class=\"Table5_special2_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special2_normal_normal\"><p id=\"p_253848\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253858\">Titres \u00e0 recevoir</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253872\">43\u00a0781</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253887\">63\u00a0090</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253902\">D\u00e9couvert autoris\u00e9 des banques</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253920\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253930\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253939\">Caution re\u00e7ue sur d\u00e9couvert autoris\u00e9</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253956\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_253965\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_253974\">Caution re\u00e7ue sur garantie \u00e0 1\u00e8re demande</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_253995\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_254004\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_254013\">Autres garanties re\u00e7ues de la client\u00e8le</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_254032\">59\u00a0768</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_254046\">89\u00a0133</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_normal_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_header_normal\"><p id=\"p_254060\">Autres engagements re\u00e7us</p></div>\n</th>\n<td class=\"Table5_normal_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_hilight_normal\"><p id=\"p_254073\">-</p></div>\n</td>\n<td class=\"Table5_normal_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_normal_normal_normal\"><p id=\"p_254082\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table5_special4_header\" style=\" height:1.26vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_header_normal\"><p id=\"p_254091\">Total</p></div>\n</th>\n<td class=\"Table5_special4_hilight\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_hilight_normal\"><p id=\"p_254104\">103\u00a0549</p></div>\n</td>\n<td class=\"Table5_special4_normal\" style=\" height:1.26vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table5_special4_normal_normal\"><p id=\"p_254119\">152\u00a0223</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254152\">Les titres \u00e0 livrer et \u00e0 recevoir refl\u00e8tent les op\u00e9rations d\u2019achats et de ventes de titres pour le compte des clients de la soci\u00e9t\u00e9 non d\u00e9nou\u00e9es \u00e0 la cl\u00f4ture.</p></div>\n<div class=\"Normal\" style=\"padding-top: -0.71vw; padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254353\">Les titres d\u00e9tenus en conservation pour le compte des clients repr\u00e9sentent 7 914 millions d\u2019euros au 31 d\u00e9cembre 2024 et 6 390 millions d\u2019euros au 31\u00a0d\u00e9cembre 2023. Le stock de titres de la client\u00e8le pr\u00eat\u00e9 dans le cadre du service de pr\u00eat de titres s'\u00e9l\u00e8ve \u00e0 24,8 millions d'euros au 31 d\u00e9cembre 2024.</p></div>\n<div class=\"Normal\" style=\"padding-top: -0.71vw; padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_254585\">L\u2019acquisition de la soci\u00e9t\u00e9 Exo\u00e9 a fait l\u2019objet d\u2019une garantie de passif et d\u2019autres engagements.</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfCommitmentsExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_19444976689420029_0_0": {
   "value": "<div class=\"Title4\" style=\"text-indent: -7.87vw; padding-left: 7.87vw; margin-bottom: 0.71vw; \"><h4 id=\"p_254716\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.24.2</span></span>Op\u00e9rations avec des parties\u00a0li\u00e9es</h4></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_254743\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Nature des fonctions des employ\u00e9s clefs</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254762\">Sont consid\u00e9r\u00e9s comme employ\u00e9s clefs, les membres du Directoire de Bourse Direct.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_254790\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>R\u00e9mun\u00e9ration des employ\u00e9s clefs</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254805\"><span style=\"background-color: #ffffff; \">Le Pr\u00e9sident du Directoire \u2013 Directeur g\u00e9n\u00e9ral per\u00e7oit une r\u00e9mun\u00e9ration fixe au titre du mandat ainsi qu\u2019une r\u00e9mun\u00e9ration variable en fonction des r\u00e9sultats de la soci\u00e9t\u00e9. En 2024 il a per\u00e7u un montant total de\u00a0573\u00a0510\u00a0\u20ac.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_255118\"><span style=\"background-color: #ffffff; \">Le Directeur g\u00e9n\u00e9ral adjoint per\u00e7oit une r\u00e9mun\u00e9ration au titre de son contrat de travail incluant une part variable. En 2024 il a per\u00e7u un montant total de\u00a0320\u00a0040 \u20ac.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_255367\"><span style=\"background-color: #ffffff; \">Aucun avantage en nature, avantage post\u00e9rieur \u00e0 l\u2019emploi, autre avantage \u00e0 long terme, indemnit\u00e9 de fin de contrat de travail et paiement fond\u00e9 sur des actions n\u2019est accord\u00e9 \u00e0 ces employ\u00e9s clefs.</span></p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_575305\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span><span style=\"background-color: #ffffff; \">Transactions avec les parties li\u00e9es</span></h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_255643\"><span style=\"background-color: #ffffff; white-space: pre-wrap; \">Un contrat de sous-location est conclu avec son actionnaire ultime, Viel et Compagnie-Finance.   Les loyers et de charges locatives sur l\u2019exercice 2024 factur\u00e9es par la Soci\u00e9t\u00e9 Viel et Compagnie\u2013Finance s\u2019\u00e9l\u00e8vent \u00e0 1 526 800,44 euros. </span></p></div>\n<div class=\"Normal\" style=\"padding-top: -0.42vw; padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_255952\"><span style=\"background-color: #ffffff; \">Une convention de tr\u00e9sorerie existe entre Bourse Direct et la soci\u00e9t\u00e9 VIEL &amp; Cie. Au 31\u00a0d\u00e9cembre\u00a02024, l\u2019avance en compte courant de notre Soci\u00e9t\u00e9 est nulle. Il est \u00e0 noter que 65 829,83 \u20ac de charges d'int\u00e9r\u00eats li\u00e9s aux flux 2024 ont \u00e9t\u00e9 factur\u00e9s \u00e0 notre soci\u00e9t\u00e9.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfRelatedPartyExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_11804774873330704_0_0": {
   "value": "<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_254743\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Nature des fonctions des employ\u00e9s clefs</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254762\">Sont consid\u00e9r\u00e9s comme employ\u00e9s clefs, les membres du Directoire de Bourse Direct.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_254790\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>R\u00e9mun\u00e9ration des employ\u00e9s clefs</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_254805\"><span style=\"background-color: #ffffff; \">Le Pr\u00e9sident du Directoire \u2013 Directeur g\u00e9n\u00e9ral per\u00e7oit une r\u00e9mun\u00e9ration fixe au titre du mandat ainsi qu\u2019une r\u00e9mun\u00e9ration variable en fonction des r\u00e9sultats de la soci\u00e9t\u00e9. En 2024 il a per\u00e7u un montant total de\u00a0573\u00a0510\u00a0\u20ac.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_255118\"><span style=\"background-color: #ffffff; \">Le Directeur g\u00e9n\u00e9ral adjoint per\u00e7oit une r\u00e9mun\u00e9ration au titre de son contrat de travail incluant une part variable. En 2024 il a per\u00e7u un montant total de\u00a0320\u00a0040 \u20ac.</span></p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_255367\"><span style=\"background-color: #ffffff; \">Aucun avantage en nature, avantage post\u00e9rieur \u00e0 l\u2019emploi, autre avantage \u00e0 long terme, indemnit\u00e9 de fin de contrat de travail et paiement fond\u00e9 sur des actions n\u2019est accord\u00e9 \u00e0 ces employ\u00e9s clefs.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInformationAboutKeyManagementPersonnelExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18953301472791982_0_0": {
   "value": "<div class=\"Title4\" style=\"text-indent: -7.89vw; padding-left: 7.89vw; \"><h4 id=\"p_599023\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.24.3</span></span><span style=\"background-color: #ffffff; \">Effectifs</span></h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 33.18vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.42vw; border-bottom-style: SOLID; margin-bottom: 0.42vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 53.22%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_256249\"></p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 23.39%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_256257\"><span style=\"background-color: #ffffff; font-family: 'Poppins-BOLD'; \">202</span><span style=\"background-color: #ffffff; font-family: 'Poppins-BOLD'; \">4</span></p></div>\n</th>\n<th class=\"Table4_header_alternative\" style=\" height:1.52vw; vertical-align: bottom;width: 23.39%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_alternative_normal\"><p id=\"p_386945\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 53.22%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256286\">Effectif \u00e0 la cl\u00f4ture</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256322\">146</p></div>\n</td>\n<td class=\"Table4_normal_alternative\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_alternative_normal\"><p id=\"p_386950\">145</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;padding-left: 1.41vw; width: 53.22%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_256343\"><span style=\"font-family: 'Poppins-ITALIC'; \">Cadre</span></p></div>\n</th>\n<td class=\"Table4_alternative_hilight\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_hilight_normal\"><p id=\"p_256358\">131</p></div>\n</td>\n<td class=\"Table4_alternative_alternative\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_alternative_normal\"><p id=\"p_386955\">107</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;padding-left: 1.41vw; width: 53.22%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256379\"><span style=\"font-family: 'Poppins-ITALIC'; \">Non cadre</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256404\">15</p></div>\n</td>\n<td class=\"Table4_normal_alternative\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_alternative_normal\"><p id=\"p_386960\">38</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;width: 53.22%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_256423\">Effectif moyen</p></div>\n</th>\n<td class=\"Table4_alternative_hilight\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_hilight_normal\"><p id=\"p_256443\">146</p></div>\n</td>\n<td class=\"Table4_alternative_alternative\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_alternative_normal\"><p id=\"p_386965\">141</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;padding-left: 1.41vw; width: 53.22%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256464\"><span style=\"font-family: 'Poppins-ITALIC'; \">Cadre</span></p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256479\">131</p></div>\n</td>\n<td class=\"Table4_normal_alternative\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_alternative_normal\"><p id=\"p_386970\">105</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_alternative_header\" style=\" height:1.45vw; vertical-align: center;padding-left: 1.41vw; width: 53.22%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_header_normal\"><p id=\"p_256499\"><span style=\"font-family: 'Poppins-ITALIC'; \">Non cadre</span></p></div>\n</th>\n<td class=\"Table4_alternative_hilight\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_hilight_normal\"><p id=\"p_256524\">15</p></div>\n</td>\n<td class=\"Table4_alternative_alternative\" style=\" height:1.45vw; vertical-align: center;width: 23.39%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_alternative_alternative_normal\"><p id=\"p_386975\">36</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfInformationAboutEmployeesExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18953918550826554_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_256588\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de cr\u00e9dit</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_256613\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Exposition au risque de cr\u00e9dit</h6></div>\n<div class=\"Normal\"><p id=\"p_256629\">La valeur comptable des actifs financiers repr\u00e9sente l\u2019exposition maximale du Groupe au risque de cr\u00e9dit. L\u2019exposition au risque de cr\u00e9dit se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_256862\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_256876\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_256887\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256898\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais des autres \u00e9l\u00e9ments du r\u00e9sultat global</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256938\">0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_256948\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_256958\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_256992\">5\u00a0023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257006\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257020\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257034\">53\u00a0919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257049\">68\u00a0735</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257064\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257098\">1\u00a0037 397</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257116\">1\u00a0140\u00a0537</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257134\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_257160\">20\u00a0685</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_257175\">25\u00a0438</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_257190\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_257204\">1\u00a0117 024</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_257222\">1\u00a0239\u00a0726</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre7NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><p id=\"p_583250\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.20vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Pertes de cr\u00e9dit attendues</p></div>\n<div class=\"Normal\"><p id=\"p_257271\">L\u2019\u00e9ch\u00e9ancier des diff\u00e9rentes cr\u00e9ances ainsi que les pertes de cr\u00e9dit attendues se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 45.49%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_257438\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 27.26%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257453\" style=\"text-align: center; \">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 27.26%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257477\" style=\"text-align: center; \">2023</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257509\">Valeur brute</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:3.03vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_257521\">Pertes de cr\u00e9dit attendues</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257537\">Valeur brute</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:3.03vw; vertical-align: bottom;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_257549\">Pertes de cr\u00e9dit attendues</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257565\">Cr\u00e9ances non arri\u00e9r\u00e9es</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388222\">1 111 701</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388228\">-371</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388126\">1\u00a0234\u00a0268</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388131\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257635\">Moins de 30 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388234\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388240\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388136\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388141\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257693\">Entre 31 et 60 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390244\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390248\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_388146\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_388150\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257754\">Entre 61 et 90 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388246\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388252\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388154\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388159\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257814\">Entre 91 et 180 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388258\">1</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388264\">-1</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388164\">155</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388169\">-155</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_257880\">Plus de 180 jours d'arri\u00e9r\u00e9</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388270\">299</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388276\">-299</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388174\">287</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388179\">-287</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 45.49%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_257944\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388282\">1 114 331</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388288\">-671</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 13.12%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388184\">1\u00a0234\u00a0710</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 14.13%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388189\">-442</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_258032\"><span style=\"letter-spacing: -0.01em; \">A la suite de l\u2019adoption de la norme IFRS 9 Instruments financiers, le Groupe applique une m\u00e9thode simplifi\u00e9e pour mesurer les pertes de cr\u00e9dit attendues sur la dur\u00e9e de vie des diff\u00e9rentes cr\u00e9ances</span> (cr\u00e9ances clients, cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit ainsi que les cr\u00e9ances comptabilis\u00e9es sous la rubrique \"Autres actifs financiers\")<span style=\"letter-spacing: -0.01em; \">. Une analyse est effectu\u00e9e par les soci\u00e9t\u00e9s du Groupe sur la base de l\u2019\u00e9ch\u00e9ancier des cr\u00e9ances en tenant compte de donn\u00e9es historiques sur les d\u00e9fauts, de la situation actuelle et pr\u00e9visible \u00e0 la date de cl\u00f4ture.</span></p></div>\n<div class=\"Normal\"><p id=\"p_258816\">Le mouvement de la d\u00e9pr\u00e9ciation pour pertes de valeur attendues sur les cr\u00e9ances clients et comptes rattach\u00e9s au cours de la p\u00e9riode se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_259076\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_259090\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259101\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259112\">D\u00e9pr\u00e9ciation au 1<span class=\"sup\">er</span> janvier</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259131\">-442</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259144\">-301</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259157\">Variations de p\u00e9rim\u00e8tre</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259171\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259181\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259191\">Dotation de l'exercice</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259205\">-229</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259218\">-148</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259230\">Reprise utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259242\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259252\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259262\">Reprise non utilis\u00e9e</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259274\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259284\">7</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259295\">Ecart de conversion</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_259309\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259319\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_259329\">D\u00e9pr\u00e9ciation au 31 d\u00e9cembre</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_259349\">-671</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_259362\">-442</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_575602\"></p></div>\n</div></div><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_575617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de liquidit\u00e9</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_259448\">Les \u00e9ch\u00e9ances contractuelles r\u00e9siduelles des passifs financiers incluant le montant estimatif des paiements d\u2019int\u00e9r\u00eats se pr\u00e9sentent comme suit :</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_540948\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2024</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 30.35%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_259665\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 15.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259675\">A moins de 3 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259693\">De 3 \u00e0 6 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.51%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259711\">De 6 \u00e0 12 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259729\">De 1 \u00e0 5 ans</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259747\">A plus de 5 ans</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 8.08%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_259765\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259775\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388427\">4 655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259824\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259834\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259844\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259854\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388475\">4 655</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259878\">Comptes de n\u00e9gociation et de r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388433\">14 930</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259932\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259941\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259950\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259959\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388481\">14 930</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259983\"><span style=\"word-spacing: -0.0520em; \">Dettes envers les \u00e9tablissements de cr\u00e9dit</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388439\">39 066</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260048\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260058\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260068\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260078\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388487\">39 066</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260103\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388445\">1 002 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260156\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260165\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260175\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260185\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388493\">1 002 489</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260213\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388451\">224</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388349\">225</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388355\">452</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388361\">2 331</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388367\">325</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388499\">3 558</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260308\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.02em; \">Comptes de r\u00e9gularisation et autres passifs</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388457\">20 263</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260367\">2\u00a0327</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260381\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260391\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260401\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388505\">22 590</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_260426\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388463\">1 081 627</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388391\">2 552</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388397\">452</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388403\">2 331</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388409\">325</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388511\">1 087 288</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_260554\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 30.35%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_260611\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 15.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260620\">A moins de 3 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260638\">De 3 \u00e0 6 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.51%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260656\">De 6 \u00e0 12 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260674\">De 1 \u00e0 5 ans</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260692\">A plus de 5 ans</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 8.08%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_260710\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260720\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260755\">6\u00a0611</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260769\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260779\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260789\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260799\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_260809\">6\u00a0611</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260823\">Comptes de n\u00e9gociation et de r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260862\">15\u00a0134</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260877\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260886\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260895\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260904\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_260913\">15\u00a0134</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260928\"><span style=\"word-spacing: -0.0520em; \">Dettes envers les \u00e9tablissements de cr\u00e9dit</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260978\">56\u00a0491</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260993\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261003\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261013\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261023\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261033\">56\u00a0491</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261048\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261083\">1\u00a0120\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_261101\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261111\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261121\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261131\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261141\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261159\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261178\">219</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261190\">219</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261202\">437</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261214\">3\u00a0129</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261228\">112</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261238\">4\u00a0116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261252\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.02em; \">Comptes de r\u00e9gularisation et autres passifs</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261296\">20\u00a0823</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261311\">2\u00a0090</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261321\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261331\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261341\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261351\">22\u00a0913</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_261364\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261381\">1\u00a0219\u00a0738</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261399\">2\u00a0309</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261409\">437</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261421\">3\u00a0129</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261433\">112</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_261444\">1\u00a0225\u00a0725</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_261477\">En l'absence d'\u00e9l\u00e9ments contractuels et au regard de la nature des passifs concern\u00e9s, les \u00e9ch\u00e9ances sont pr\u00e9sent\u00e9es dans la tranche \"A moins de 3 mois\".</p></div>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_261500\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de change</h5></div>\n<div class=\"Normal\"><p id=\"p_261530\">Bourse Direct est tr\u00e8s peu expos\u00e9e au risque de change en raison de son tr\u00e8s faible positionnement hors France et de la nature de la client\u00e8le du groupe </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_591469\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591474\">USD</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591479\">GBP</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591484\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591489\">CHF</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591494\">Autres</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591499\">Devises fonctionnelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591504\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591509\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591514\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591519\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591524\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591529\">USD</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591534\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591539\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591544\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591549\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591554\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591559\">GBP</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591564\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591569\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591574\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591579\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591584\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591589\">EUR</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591594\">-47</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591599\">1 033</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591604\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591608\">607</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591613\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591618\">CHF</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591623\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591628\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591633\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591638\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591643\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591648\">Autres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591653\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591658\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591663\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591668\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591673\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591678\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591682\">-47</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591687\">1 033</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591692\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591696\">607</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591701\">-3</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_591714\"></p></div>\n</div></div><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_540964\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de taux d\u2019int\u00e9r\u00eats</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_261826\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Profil</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_261834\">Bourse Direct est tr\u00e8s peu expos\u00e9e au risque de taux d\u2019int\u00e9r\u00eat global.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_261932\">La Soci\u00e9t\u00e9 n\u2019accorde aucun cr\u00e9dit \u00e0 sa client\u00e8le exception faite pour les op\u00e9rations de r\u00e8glement diff\u00e9r\u00e9 des titres acquis par ses clients. Le financement du pr\u00eat / emprunt de titres s\u2019effectue sur la base des taux d\u2019int\u00e9r\u00eats. Le diff\u00e9rentiel de taux actuel ne fait pas courir de risques de taux \u00e0 Bourse Direct. La variation des taux d\u2019int\u00e9r\u00eats influe sur le niveau de PNB de la Soci\u00e9t\u00e9 dans le cadre de la gestion de la tr\u00e9sorerie. </p></div>\n<div class=\"Normal\"><p id=\"p_262546\">Au 31 d\u00e9cembre, le profil des instruments financiers portant int\u00e9r\u00eats se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_262715\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_262729\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_388864\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262751\">Actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389659\">918 596</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389665\">872 867</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262794\">Passifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389671\">3 558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389677\">4 116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_262834\">Instruments \u00e0 taux fixe (net)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389683\">915 038</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389689\">868 751</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262884\">Actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389695\">105 899</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389701\">254 031</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262930\">Passifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390252\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390256\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_262961\">Instruments \u00e0 taux variable (net)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389707\">105 899</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389713\">254 031</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_263016\">Total net</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389719\">1 020 937</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389725\">1 122 782</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_263085\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Analyse de sensibilit\u00e9 des flux de tr\u00e9sorerie pour les instruments \u00e0 taux variables</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_263117\">Les actifs et passifs financiers \u00e0 taux variables comprennent essentiellement de la tr\u00e9sorerie et \u00e9quivalents de tr\u00e9sorerie ainsi que des dettes financi\u00e8res. Les dettes financi\u00e8res \u00e9mises \u00e0 des taux variables exposent le Groupe aux risques de flux de tr\u00e9sorerie sur taux d\u2019int\u00e9r\u00eat.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_263455\">Au 31 d\u00e9cembre, une augmentation de 50 points de base des taux d\u2019int\u00e9r\u00eats aurait augment\u00e9 (diminu\u00e9) le r\u00e9sultat et les capitaux propres des montants pr\u00e9sent\u00e9s ci-apr\u00e8s. Cette analyse repose sur l\u2019hypoth\u00e8se que toutes les autres variables demeurent constantes et est effectu\u00e9e sur la m\u00eame base pour l\u2019ann\u00e9e pr\u00e9c\u00e9dente.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_575660\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2024</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_263880\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_263895\"><span style=\"font-family: 'Poppins-BOLD'; \">R\u00e9sultat</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_263908\"><span style=\"font-family: 'Poppins-BOLD'; \">Capitaux propres</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_263927\">Actifs financiers nets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_263942\">529</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_263957\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_263984\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_264023\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_264038\"><span style=\"font-family: 'Poppins-BOLD'; \">R\u00e9sultat</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_264051\"><span style=\"font-family: 'Poppins-BOLD'; \">Capitaux propres</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_264070\">Actifs financiers nets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_264085\">1\u00a0270</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_264100\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_264127\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Juste valeur</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264167\">Le tableau suivant pr\u00e9sente la valeur comptable des actifs et passifs financiers ainsi que leur juste valeur selon le niveau hi\u00e9rarchique suivant :</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264353\">Le niveau 1 correspond \u00e0 un prix cot\u00e9 (non ajust\u00e9) sur un march\u00e9 actif pour un instrument identique.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264499\">Le niveau 2 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation utilisant des donn\u00e9es directement observables sur un march\u00e9 (niveau 1) ou \u00e0 partir de prix observ\u00e9s.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_264741\">Le niveau 3 correspond aux justes valeurs d\u00e9termin\u00e9es sur la base d\u2019un mod\u00e8le d\u2019\u00e9valuation qui utilise des donn\u00e9es qui ne sont pas observables sur le march\u00e9.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 2.12vw; \"><p id=\"p_264951\">La juste valeur n\u2019est pas indiqu\u00e9e pour les postes dont la valeur comptable repr\u00e9sente une estimation raisonnable de leur juste valeur. Les m\u00e9thodes pour d\u00e9terminer les justes valeurs sont d\u00e9crites dans la section regroupant les principales m\u00e9thodes comptables.</p></div>\n<div class=\"Titre4NoNum\" style=\"text-indent: -1.00vw; padding-left: 1.00vw; \"><h4 id=\"p_265274\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 0.56vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">\u203a</span></span>31 d\u00e9cembre 2024</h4></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_265359\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265375\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265388\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265446\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265458\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_265470\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_265482\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265491\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265671\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265679\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265687\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265695\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265703\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265712\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du\u00a0r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389431\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390260\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389437\">5 023</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390264\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389443\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_265805\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390268\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390272\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390276\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390280\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390284\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_265853\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390288\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390292\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390296\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390300\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390304\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266062\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389449\">1 037 397</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390308\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390312\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390316\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389455\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266151\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389461\">20 685</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389467\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266229\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389473\">53 919</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390332\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390336\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390340\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389479\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266306\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390344\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390348\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390352\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390356\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390360\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_266355\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389485\">1 117 024</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389491\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389497\">5 023</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389503\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389509\">5 023</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266435\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390372\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390376\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390380\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266483\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390384\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390388\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390392\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390396\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390400\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266696\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389515\">3 558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390404\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390408\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390412\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389521\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266759\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389527\">39 066</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390416\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390420\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390424\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389533\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266831\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389539\">1 002 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390428\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390432\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390436\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389545\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_266902\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389551\">4 655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390440\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390444\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390448\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389557\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_266990\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390452\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390456\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390460\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390464\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390468\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_267039\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389563\">1 049 768</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389569\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389575\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389581\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389587\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 1.13vw; \"><p id=\"p_267129\"></p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_267140\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_267209\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" rowspan=\"2\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267225\">Valeur comptable</p></div>\n</th>\n<th class=\"Table4_header_normal\" colspan=\"4\" style=\" height:1.52vw; vertical-align: bottom;width: 44.42%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267238\" style=\"text-align: center; \">Juste Valeur</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267296\">Niveau 1</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267308\">Niveau 2</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_267320\">Niveau 3</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_267332\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267341\"><span style=\"white-space: pre-wrap; text-decoration: underline; \">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste </span><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">valeur</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267410\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267418\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267426\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267434\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267442\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267451\">Actifs financiers \u00e9valu\u00e9s \u00e0 la juste valeur par le biais du r\u00e9sultat net</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389101\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389106\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389110\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389115\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389119\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_267543\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389124\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389128\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389132\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389136\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389140\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267591\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Actifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389144\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389148\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389152\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389156\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389160\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267800\">Pr\u00eats et cr\u00e9ances sur les \u00e9tablissements de cr\u00e9dit et assimil\u00e9s, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389164\">1\u00a0140\u00a0537</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389169\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389173\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389177\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389181\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267889\">Pr\u00eats et cr\u00e9ances sur la client\u00e8le, au co\u00fbt amorti</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389186\">25\u00a0438</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389191\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389195\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389199\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389203\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_267967\">Autres actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389208\">68\u00a0735</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389213\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389217\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389221\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389225\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268044\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389230\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389234\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389238\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389242\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389246\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268093\">Total actifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389250\">1\u00a0239\u00a0726</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389255\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389260\">5\u00a0016</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389265\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389270\">5\u00a0016</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268172\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389275\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389279\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389283\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389287\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389291\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268220\"><span style=\"text-decoration: underline; font-family: 'Poppins-ITALIC'; \">Passifs financiers \u00e9valu\u00e9s au co\u00fbt amorti</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389295\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389299\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389303\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389307\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389311\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268433\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389315\">4\u00a0116</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389320\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389324\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389328\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389332\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268496\">Dettes envers les \u00e9tablissements de cr\u00e9dit</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389337\">56\u00a0491</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389342\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389346\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389350\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389354\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268568\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389359\">1\u00a0120\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389364\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389368\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389372\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389376\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_268639\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389381\">6\u00a0611</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389386\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389390\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389394\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389398\">0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_268727\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389403\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389407\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389411\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389415\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_389419\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_268776\">Total passifs financiers</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268793\">1\u00a0187\u00a0678</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268811\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268821\">0</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_268831\">0</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_268841\">0</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; margin-bottom: 2.12vw; \"><p id=\"p_268874\"></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfFinancialRiskManagementExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18953527224892024_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_575617\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de liquidit\u00e9</h5></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_259448\">Les \u00e9ch\u00e9ances contractuelles r\u00e9siduelles des passifs financiers incluant le montant estimatif des paiements d\u2019int\u00e9r\u00eats se pr\u00e9sentent comme suit :</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_540948\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2024</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 30.35%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_259665\">\u00a0</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 15.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259675\">A moins de 3 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259693\">De 3 \u00e0 6 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.51%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259711\">De 6 \u00e0 12 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259729\">De 1 \u00e0 5 ans</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_259747\">A plus de 5 ans</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 8.08%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_259765\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259775\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388427\">4 655</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259824\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259834\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259844\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_259854\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388475\">4 655</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259878\">Comptes de n\u00e9gociation et de r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388433\">14 930</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259932\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259941\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259950\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_259959\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388481\">14 930</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_259983\"><span style=\"word-spacing: -0.0520em; \">Dettes envers les \u00e9tablissements de cr\u00e9dit</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388439\">39 066</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260048\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260058\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260068\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260078\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388487\">39 066</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260103\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388445\">1 002 489</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260156\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260165\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260175\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260185\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388493\">1 002 489</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260213\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388451\">224</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388349\">225</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388355\">452</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388361\">2 331</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388367\">325</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388499\">3 558</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260308\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.02em; \">Comptes de r\u00e9gularisation et autres passifs</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_388457\">20 263</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260367\">2\u00a0327</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260381\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260391\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260401\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_388505\">22 590</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_260426\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388463\">1 081 627</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388391\">2 552</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388397\">452</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388403\">2 331</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_388409\">325</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_388511\">1 087 288</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_260554\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 30.35%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_260611\"></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 15.34%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260620\">A moins de 3 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260638\">De 3 \u00e0 6 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.51%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260656\">De 6 \u00e0 12 mois</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260674\">De 1 \u00e0 5 ans</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 12.52%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_260692\">A plus de 5 ans</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 8.08%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_260710\">Total</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260720\">Dettes repr\u00e9sent\u00e9es par un titre</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260755\">6\u00a0611</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260769\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260779\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260789\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260799\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_260809\">6\u00a0611</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260823\">Comptes de n\u00e9gociation et de r\u00e8glement</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260862\">15\u00a0134</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260877\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260886\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260895\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_260904\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_260913\">15\u00a0134</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_260928\"><span style=\"word-spacing: -0.0520em; \">Dettes envers les \u00e9tablissements de cr\u00e9dit</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260978\">56\u00a0491</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_260993\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261003\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261013\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261023\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261033\">56\u00a0491</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261048\">Dettes envers la client\u00e8le</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261083\">1\u00a0120\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_261101\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261111\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261121\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261131\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261141\">1\u00a0120\u00a0460</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261159\">Dettes locatives</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261178\">219</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261190\">219</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261202\">437</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261214\">3\u00a0129</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261228\">112</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261238\">4\u00a0116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_261252\"><span style=\"word-spacing: -0.0520em; letter-spacing: -0.02em; \">Comptes de r\u00e9gularisation et autres passifs</span></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261296\">20\u00a0823</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261311\">2\u00a0090</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261321\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261331\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_261341\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_261351\">22\u00a0913</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 30.35%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_261364\">Total</p></div>\n</th>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 15.34%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261381\">1\u00a0219\u00a0738</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261399\">2\u00a0309</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.51%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261409\">437</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261421\">3\u00a0129</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 12.52%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_261433\">112</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 8.08%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_261444\">1\u00a0225\u00a0725</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.41vw; \"><p id=\"p_261477\">En l'absence d'\u00e9l\u00e9ments contractuels et au regard de la nature des passifs concern\u00e9s, les \u00e9ch\u00e9ances sont pr\u00e9sent\u00e9es dans la tranche \"A moins de 3 mois\".</p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfLiquidityRiskExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_23364996702104917_0_0": {
   "value": "<div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_261500\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de change</h5></div>\n<div class=\"Normal\"><p id=\"p_261530\">Bourse Direct est tr\u00e8s peu expos\u00e9e au risque de change en raison de son tr\u00e8s faible positionnement hors France et de la nature de la client\u00e8le du groupe </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 44.48%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_591469\">en milliers d'euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591474\">USD</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591479\">GBP</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591484\">EUR</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591489\">CHF</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_591494\">Autres</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591499\">Devises fonctionnelles</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591504\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591509\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591514\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591519\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591524\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591529\">USD</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591534\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591539\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591544\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591549\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591554\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591559\">GBP</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591564\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591569\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591574\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591579\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591584\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591589\">EUR</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591594\">-47</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591599\">1 033</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591604\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591608\">607</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591613\">-3</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591618\">CHF</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591623\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591628\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591633\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591638\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591643\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_591648\">Autres</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591653\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591658\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591663\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591668\">\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591673\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 44.48%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591678\"></p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591682\">-47</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591687\">1 033</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_591692\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591696\">607</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_591701\">-3</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"CSS_COLUMN\" style=\" column-count:2; column-gap:3.53vw; z-index:0;border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; border-left-style: SOLID; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 0.00vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw; \"><div style=\"border-right-style: SOLID; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; border-left-style: SOLID; border-left-color: #000000; border-bottom-width: 0.00vw; border-top-color: #000000; border-right-color: #000000; border-bottom-style: SOLID; border-left-width: 0.00vw; border-top-style: SOLID; \"><div class=\"Normal\" style=\"padding-left: 0.00vw; min-height: 1.68vw; \"><p id=\"p_591714\"></p></div>\n</div></div><div class=\"Titre5NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h5 id=\"p_540964\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #f49704; font-size: 1.27vw; font-family: 'Poppins-SEMIBOLD'; \"></span></span>Risque de taux d\u2019int\u00e9r\u00eats</h5></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_261826\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Profil</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_261834\">Bourse Direct est tr\u00e8s peu expos\u00e9e au risque de taux d\u2019int\u00e9r\u00eat global.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_261932\">La Soci\u00e9t\u00e9 n\u2019accorde aucun cr\u00e9dit \u00e0 sa client\u00e8le exception faite pour les op\u00e9rations de r\u00e8glement diff\u00e9r\u00e9 des titres acquis par ses clients. Le financement du pr\u00eat / emprunt de titres s\u2019effectue sur la base des taux d\u2019int\u00e9r\u00eats. Le diff\u00e9rentiel de taux actuel ne fait pas courir de risques de taux \u00e0 Bourse Direct. La variation des taux d\u2019int\u00e9r\u00eats influe sur le niveau de PNB de la Soci\u00e9t\u00e9 dans le cadre de la gestion de la tr\u00e9sorerie. </p></div>\n<div class=\"Normal\"><p id=\"p_262546\">Au 31 d\u00e9cembre, le profil des instruments financiers portant int\u00e9r\u00eats se pr\u00e9sente comme suit :</p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;width: 77.79%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_262715\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_262729\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;width: 11.10%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_388864\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262751\">Actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389659\">918 596</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389665\">872 867</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262794\">Passifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389671\">3 558</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389677\">4 116</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_262834\">Instruments \u00e0 taux fixe (net)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389683\">915 038</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389689\">868 751</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262884\">Actifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_389695\">105 899</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_389701\">254 031</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_262930\">Passifs financiers</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390252\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_390256\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_262961\">Instruments \u00e0 taux variable (net)</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389707\">105 899</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389713\">254 031</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 77.79%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_263016\">Total net</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_389719\">1 020 937</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 11.10%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_389725\">1 122 782</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; margin-bottom: 0.71vw; \"><h6 id=\"p_263085\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>Analyse de sensibilit\u00e9 des flux de tr\u00e9sorerie pour les instruments \u00e0 taux variables</h6></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_263117\">Les actifs et passifs financiers \u00e0 taux variables comprennent essentiellement de la tr\u00e9sorerie et \u00e9quivalents de tr\u00e9sorerie ainsi que des dettes financi\u00e8res. Les dettes financi\u00e8res \u00e9mises \u00e0 des taux variables exposent le Groupe aux risques de flux de tr\u00e9sorerie sur taux d\u2019int\u00e9r\u00eat.</p></div>\n<div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 1.13vw; \"><p id=\"p_263455\">Au 31 d\u00e9cembre, une augmentation de 50 points de base des taux d\u2019int\u00e9r\u00eats aurait augment\u00e9 (diminu\u00e9) le r\u00e9sultat et les capitaux propres des montants pr\u00e9sent\u00e9s ci-apr\u00e8s. Cette analyse repose sur l\u2019hypoth\u00e8se que toutes les autres variables demeurent constantes et est effectu\u00e9e sur la m\u00eame base pour l\u2019ann\u00e9e pr\u00e9c\u00e9dente.</p></div>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_575660\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2024</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_263880\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_263895\"><span style=\"font-family: 'Poppins-BOLD'; \">R\u00e9sultat</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_263908\"><span style=\"font-family: 'Poppins-BOLD'; \">Capitaux propres</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_263927\">Actifs financiers nets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_263942\">529</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_263957\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n<div class=\"Titre6NoNum\" style=\"text-indent: 0.00vw; padding-left: 0.00vw; \"><h6 id=\"p_263984\"><span style=\"text-indent: 0vw; display: inline-block; box-sizing: border-box; \"><span style=\"color: #22244e; font-size: 1.20vw; font-family: 'Poppins-NORMAL'; \"></span></span>31 d\u00e9cembre 2023</h6></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 1.41vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\"><p id=\"p_264023\">En milliers d\u2019euros</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_264038\"><span style=\"font-family: 'Poppins-BOLD'; \">R\u00e9sultat</span></p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.52vw; vertical-align: bottom;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_264051\"><span style=\"font-family: 'Poppins-BOLD'; \">Capitaux propres</span></p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 69.72%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_264070\">Actifs financiers nets</p></div>\n</th>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_264085\">1\u00a0270</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;background-color: rgba(255, 255, 255, 1.0); width: 15.14%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_264100\">-</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfMarketRiskExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18954407747690508_0_0": {
   "value": "<div class=\"Title4\" style=\"text-indent: -7.96vw; padding-left: 7.96vw; margin-bottom: 1.41vw; \"><h4 id=\"p_575686\"><span style=\"text-indent: 0vw; display: inline-block;  padding-right: 2.26vw; box-sizing: border-box; \"><span style=\"color: #000000; font-size: 1.55vw; font-family: 'Poppins-NORMAL'; \">4.2.24.6</span></span>Honoraires des commissaires aux comptes</h4></div>\n<div class=\"Normal\"><p id=\"p_268914\">Les honoraires vers\u00e9s en 2024 et 2023 par la soci\u00e9t\u00e9 \u00e0 ses commissaires aux comptes sont les suivants : </p></div>\n<table style=\"border-right-style: SOLID; padding-top: 0.00vw; border-bottom-color: #000000; border-top-width: 0.00vw; border-right-width: 0.00vw; padding-left: 0.00vw; border-left-color: #000000; padding-bottom: 0.00vw; border-right-color: #000000; border-left-width: 0.00vw; border-top-style: SOLID; margin-right: 0.00vw; margin-left: 0.00vw; text-indent: 0.00vw; border-left-style: SOLID; width: 69.89vw; border-bottom-width: 0.00vw; border-top-color: #000000; margin-top: 1.41vw; border-bottom-style: SOLID; margin-bottom: 2.12vw; padding-right: 0.00vw;  border-collapse: collapse;\">\n<thead><tr>\n<th class=\"Table4_header_header\" rowspan=\"3\" style=\" height:4.44vw; vertical-align: bottom;width: 31.59%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_header_normal\" style=\"padding-left: 0.00vw; min-height: 1.48vw; \"><p id=\"p_352368\"></p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"3\" style=\" height:4.44vw; vertical-align: bottom;width: 25.12%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_546971\" style=\"text-align: center; \">KPMG</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:4.44vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;\">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_352403\" style=\"text-align: center; \">Ernst &amp; Young Audit</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"4\" style=\" height:4.44vw; vertical-align: bottom;width: 34.21%; border-left-width: 0.00vw;border-top-width: 0.00vw;border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_352410\" style=\"text-align: center; \">Talenz Alteis Audit</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.55vw; vertical-align: bottom;width: 16.03%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_269199\" style=\"text-align: center; \">Mo<span style=\"font-size: 0.99vw; line-height: 1.32vw; \">nt</span>ant<span style=\"white-space: pre-wrap; font-size: 0.99vw; line-height: 1.32vw; \"> </span>(<span style=\"white-space: pre-wrap; font-size: 0.99vw; line-height: 1.32vw; \"> </span>\u20ac<span style=\"white-space: pre-wrap; font-size: 0.99vw; line-height: 1.32vw; \"> </span>HT)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.55vw; vertical-align: bottom;width: 18.17%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_269296\" style=\"text-align: center; \">%</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.55vw; vertical-align: bottom;width: 16.03%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_269318\">Montant ( \u20ac HT)</p></div>\n</th>\n<th class=\"Table4_header_hilight\" colspan=\"2\" style=\" height:1.55vw; vertical-align: bottom;width: 18.17%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_269327\">%</p></div>\n</th>\n</tr>\n<tr>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_269376\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">202</span>4</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 6.95%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_352533\">2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_269406\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">202</span>4</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_269420\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">2023</span></p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_269432\"><span style=\"font-size: 0.99vw; line-height: 1.32vw; \">202</span>4</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 6.95%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_352447\">2023</p></div>\n</th>\n<th class=\"Table4_header_hilight\" style=\" height:1.55vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_hilight_normal\"><p id=\"p_693945\">2024</p></div>\n</th>\n<th class=\"Table4_header_normal\" style=\" height:1.55vw; vertical-align: bottom;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_header_normal_normal\"><p id=\"p_269455\">2023</p></div>\n</th>\n</tr>\n</thead><tbody><tr>\n<th class=\"Table4_special2_header\" style=\" height:1.45vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_269467\">Audit</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_269492\"></p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352540\"></p></div>\n</td>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_269510\"></p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_269518\"></p></div>\n</td>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_269526\"></p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352454\"></p></div>\n</td>\n<td class=\"Table4_special2_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_269534\"></p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #f49704; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_269542\"></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_269882\">Commissariat aux comptes, certification, examen des comptes individuels &amp; Conso</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_269905\">114\u00a0275</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_352547\">110\u00a0460</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_269929\">55%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_269941\">55%</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_269954\">94\u00a0695</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_352461\">91\u00a0455</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_269965\">45%</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_269977\">45%</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_270221\">Autres services</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270244\">-\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_352554\">-\u00a0</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270268\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_270280\"><span style=\"color: #098cc8; \">-</span></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270293\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_352468\">-</p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270305\"> -</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_270313\"> -</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_270321\">Sous-total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_270368\">114\u00a0275</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_352561\">110\u00a0460</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_270425\">55%</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_270448\">55%</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_270461\">94\u00a0695</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_352475\">91\u00a0455</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_270472\">45%</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_270483\"><span style=\"color: #000000; \">45%</span></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special2_header\" style=\" height:2.98vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_header_normal\"><p id=\"p_270495\">Autres prestations rendues par les r\u00e9seaux</p></div>\n</th>\n<td class=\"Table4_special2_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_270553\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:2.98vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_352568\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_270577\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_270588\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_270596\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:2.98vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_352482\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_hilight_normal\"><p id=\"p_270604\">\u00a0</p></div>\n</td>\n<td class=\"Table4_special2_normal\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special2_normal_normal\"><p id=\"p_270612\">\u00a0</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:1.45vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_270620\">Juridique, fiscal, social</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_270656\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352575\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270680\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_270691\"><span style=\"color: #098cc8; \">-</span></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_270704\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352489\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270716\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_270728\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_normal_header\" style=\" height:2.98vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_header_normal\"><p id=\"p_270740\">Autres (pr\u00e9ciser si &gt; 10 % des honoraires d\u2019audit)</p></div>\n</th>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_270812\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352582\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270836\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_270847\"><span style=\"color: #098cc8; \">-</span></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_270860\"></p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352496\"></p></div>\n</td>\n<td class=\"Table4_normal_hilight\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_hilight_normal\"><p id=\"p_270872\">-</p></div>\n</td>\n<td class=\"Table4_normal_normal\" style=\" height:2.98vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_normal_normal_normal\"><p id=\"p_270884\">-</p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_270896\">Sous-total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_270928\"></p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352589\"></p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_270952\">-</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_270963\">-</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_270976\"></p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\" style=\"padding-left: 0.00vw; min-height: 1.38vw; \"><p id=\"p_352503\"></p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_270987\">-</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #dadada; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_270999\"><span style=\"color: #000000; \">-</span></p></div>\n</td>\n</tr>\n<tr>\n<th class=\"Table4_special4_header\" style=\" height:1.45vw; vertical-align: center;width: 31.59%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_header_normal\"><p id=\"p_271012\">Total</p></div>\n</th>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_271060\">114\u00a0275</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_352596\">110\u00a0460</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_271117\">55%</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_271140\">55%</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_271153\">94\u00a0695</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 6.95%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_352510\">91\u00a0455</p></div>\n</td>\n<td class=\"Table4_special4_hilight\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_hilight_normal\"><p id=\"p_271164\">45%</p></div>\n</td>\n<td class=\"Table4_special4_normal\" style=\" height:1.45vw; vertical-align: center;width: 9.09%; border-left-width: 0.00vw;border-top-color: #dadada; border-top-width: 0.07vw;border-top-style: SOLID; border-right-width: 0.00vw;border-bottom-color: #f49704; border-bottom-width: 0.07vw;border-bottom-style: SOLID; \">\n<div class=\"Table4_special4_normal_normal\"><p id=\"p_271175\">45%</p></div>\n</td>\n</tr>\n</tbody></table>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfAuditorsRemunerationExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  },
  "tag_18954533077564537_0_0": {
   "value": "V\u00e9NEMENTS POST\u00e9RIEURS \u00e0 LA DATE DE CL\u00d4TURE <div class=\"Normal\" style=\"padding-left: 0.00vw; margin-bottom: 3.53vw; \"><p id=\"p_272178\"><span style=\"letter-spacing: -0.02em; \">Au jour de l\u2019arr\u00eat\u00e9 des comptes, Bourse Direct n\u2019a connu aucun \u00e9v\u00e9nement significatif depuis la cl\u00f4ture de l\u2019exercice 2024.</span></p></div>\n",
   "dimensions": {
    "concept": "ifrs-full:DisclosureOfEventsAfterReportingPeriodExplanatory",
    "language": "fr",
    "entity": "scheme:969500GFIL2Z81YKUM35",
    "period": "2024-01-01T00:00:00/2025-01-01T00:00:00"
   }
  }
 }
}